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New Roman";font-weight:bold;padding-bottom:6pt}.subtitle{padding-top:18pt;line-height:1.0;text-align:left;color:#666666;font-style:italic;font-size:24pt;font-family:"Georgia";padding-bottom:4pt}li{color:#000000;font-size:10pt;font-family:"Times New Roman"}p{color:#000000;font-size:10pt;margin:0;font-family:"Times New Roman"}h1{padding-top:12pt;line-height:1.0;text-align:left;color:#000000;font-size:18pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:12pt}h2{padding-top:11.2pt;line-height:1.0;text-align:left;color:#000000;font-size:14pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:11.2pt}h3{padding-top:12pt;line-height:1.0;text-align:left;color:#000000;font-size:12pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:12pt}h4{padding-top:12.8pt;line-height:1.0;text-align:left;color:#000000;font-size:10pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:12.8pt}h5{padding-top:12.8pt;line-height:1.0;text-align:left;color:#000000;font-size:8pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:12.8pt}h6{padding-top:18pt;line-height:1.0;text-align:left;color:#000000;font-size:8pt;font-family:"Times New Roman";font-weight:bold;padding-bottom:18pt}</style></head><body class="c42"><h2 class="c60 c44"><span class="c29 c45 c47">Vitae and Bibliography for Terence Tao</span></h2><h3 class="c16 c41"><span class="c17">Last updated:&nbsp; </span><span class="c18">Dec 20, 2013</span></h3><h3 class="c16 c41"><span class="c17">Short biography</span></h3><p class="c41 c60"><span class="c2">Terence Tao was born in Adelaide, Australia in 1975. He has been a professor of mathematics at UCLA since 1999, having completed his PhD under Elias Stein at Princeton in 1996.&nbsp; Tao&#39;s areas of research include harmonic analysis, PDE,&nbsp;combinatorics, and number theory.&nbsp; He has received a number of awards, including the Salem Prize in 2000, the&nbsp;Bochner&nbsp;Prize in 2002, the Fields Medal and SASTRA&nbsp;Ramanujan&nbsp;Prize in 2006, the MacArthur Fellowship and&nbsp;Ostrowski&nbsp;Prize in 2007, the Waterman Award in 2008, the Nemmers Prize in 2010, and the Crafoord prize in 2012.&nbsp; Terence Tao also currently holds the James and Carol Collins chair in mathematics at UCLA, and is a Fellow of the Royal Society, the Australian Academy of Sciences (Corresponding Member), the National Academy of Sciences (Foreign member), and the American Academy of Arts and Sciences.</span></p><h3 class="c16 c41"><span class="c17">Personal</span></h3><a href="#" name="5674864f1035e7984bd6a8221c24ce832a886e6c"></a><a href="#" name="0"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c8"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c8"><p><span></span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Date of Birth:</span></p></td><td class="c8"><p class="c0"><span class="c2">July 17, 1975</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Birthplace:</span></p></td><td class="c8"><p class="c0"><span class="c2">Adelaide, Australia</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Citizenship:</span></p></td><td class="c8"><p class="c0"><span class="c2">Australian &amp; US</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Marital status:</span></p></td><td class="c8"><p class="c0"><span class="c2">Married</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Address</span></p></td><td class="c8"><p class="c0"><span class="c2">Dept. of Math. UCLA 405&nbsp;Hilgard&nbsp;Ave 90095 LA, CA</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Phone:</span></p></td><td class="c8"><p class="c0"><span class="c2">1-310-206-4844</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">Fax:&nbsp;</span></p></td><td class="c8"><p class="c0"><span class="c2">1-310-206-6673</span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">E-mail:</span></p></td><td class="c8"><p class="c0"><span class="c1"><a class="c5" href="mailto:tao@math.ucla.edu">tao@math.ucla.edu</a></span></p></td></tr><tr class="c11"><td class="c8"><p class="c0"><span class="c2">WWW:</span></p></td><td class="c8"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.math.ucla.edu/~tao">http://www.math.ucla.edu/~tao</a></span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Education</span></h3><a href="#" name="d5eb63c2603c03169edf852fc5a17fdad23f0276"></a><a href="#" name="1"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c24"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c24"><p><span></span></p></td><td class="c24"><p><span></span></p></td><td class="c24"><p><span></span></p></td><td class="c24"><p><span></span></p></td><td class="c24"><p><span></span></p></td></tr><tr class="c11"><td class="c24"><p class="c0"><span class="c2">Degree</span></p></td><td class="c24"><p class="c0"><span class="c2">Date</span></p></td><td class="c24"><p class="c0"><span class="c2">Institution</span></p></td><td class="c24"><p class="c0"><span class="c2">Advisor</span></p></td><td class="c24"><p class="c0"><span class="c2">Subject</span></p></td><td class="c24"><p class="c0"><span class="c2">Thesis title</span></p></td></tr><tr class="c11"><td class="c24"><p class="c0"><span class="c2">Ph. D.</span></p></td><td class="c24"><p class="c0"><span class="c2">Jun 1996</span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.princeton.edu/">Princeton University</a></span></p></td><td class="c24"><p class="c0"><span class="c2">Elias Stein</span></p></td><td class="c24"><p class="c0"><span class="c2">Mathematics</span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/thesis.html">Three regularity results in harmonic analysis</a></span></p></td></tr><tr class="c11"><td class="c24"><p class="c0"><span class="c2">M. Sc.</span></p></td><td class="c24"><p class="c0"><span class="c2">Aug 1992</span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/">Flinders University</a></span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.ice-em.org.au/contact.html">Garth&nbsp;Gaudry</a></span></p></td><td class="c24"><p class="c0"><span class="c2">Mathematics</span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/clifford.dvi">Convolution operators generated by right-monogenic and harmonic kernels</a></span></p></td></tr><tr class="c11"><td class="c24"><p class="c0"><span class="c2">B. Sc. (Hons)</span></p></td><td class="c24"><p class="c0"><span class="c2">Dec 1991</span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/">Flinders University</a></span></p></td><td class="c24"><p class="c0"><span class="c1"><a class="c5" href="http://www.ice-em.org.au/contact.html">Garth&nbsp;Gaudry</a></span></p></td><td class="c24"><p class="c0"><span class="c2">Mathematics</span></p></td><td class="c24"><p class="c0"><span class="c2">N/A</span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Research interests</span></h3><a href="#" name="6df3eb4f28524eb5f31eeabd42d30194beaef501"></a><a href="#" name="2"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c55"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c55"><p><span></span></p></td></tr><tr class="c11"><td class="c55"><p class="c0"><span class="c2">Primary:&nbsp;</span></p><ul class="c46 lst-kix_list_1-0 start"><li class="c0 c21"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/kakeya.html">Oscillatory integrals and&nbsp;Kakeya&nbsp;maximal functions</a></span></li><li class="c0 c21"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/Dispersive">Non-linear dispersive equations</a></span></li><li class="c0 c21"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/multilinear.html">Multilinear&nbsp;operators (e.g. Bilinear Hilbert Transform)</a></span></li><li class="c0 c21"><span class="c2">Arithmetic&nbsp;combinatorics&nbsp;and connections with number theory and&nbsp;ergodic&nbsp;theory</span></li><li class="c0 c21"><span class="c2">Compressed sensing</span></li></ul></td><td class="c55"><p class="c0"><span class="c2">Secondary:&nbsp;</span></p><ul class="c46 lst-kix_list_2-0 start"><li class="c0 c21"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/honeycombs.html">Representation and&nbsp;symplectic&nbsp;theory of U(n); honeycombs</a></span></li><li class="c0 c21"><span class="c2">Geometric PDE (e.g. Yang-Mills)</span></li><li class="c0 c21"><span class="c2">General Relativity</span></li><li class="c0 c21"><span class="c2">General harmonic analysis</span></li><li class="c0 c21"><span class="c2">Inverse scattering, nonlinear Fourier transforms, and&nbsp;integrable&nbsp;systems for rough data</span></li></ul></td></tr></tbody></table><h3 class="c16"><span class="c17">Experience</span></h3><a href="#" name="c5d2a5f8b8aa8284c5c5d2e42db7fe5c666c5a5a"></a><a href="#" name="3"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1992-1994</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.flinders.sa.gov.au/">Flinders Medical Centre</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Assistant Researcher</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1993-1994</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.princeton.edu/">Princeton University</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Assistant Researcher</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1996-1998</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Hedrick Assistant Professor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 1997</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.msri.org/">MSRI</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Member</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1999</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Acting Assistant Professor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1999</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.unsw.edu.au/">UNSW</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Visiting Fellow</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2000</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Assistant Professor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2001-2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.claymath.org/">Clay Mathematical Institute</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.claymath.org/researchers/long_term_prize_fellows.htm">CMI Long-term Prize Fellow</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2000-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Full Professor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2000</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.unsw.edu.au/">UNSW</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Visiting Professor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2001-2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.anu.edu.au/">ANU</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Honorary&nbsp;Professor</span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Awards and&nbsp;Honours</span></h3><a href="#" name="522a9dda00e3f07b828f7e272382f7735fb19ff9"></a><a href="#" name="4"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1986</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://imo.math.ca/">International Mathematical Olympiad</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.amt.canberra.edu.au/olympian.html">Bronze Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1987</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://imo.math.ca/">International Mathematical Olympiad</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.amt.canberra.edu.au/olympian.html">Silver Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1988</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://imo.math.ca/">International Mathematical Olympiad</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.amt.canberra.edu.au/olympian.html">Gold Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1992</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/">Flinders University</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/ppmanual/awards/uni_medalrecipients.htm">University Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1992-1995</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.fulbright.com.au/">Australian-American Fulbright Commission</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Fulbright Postgraduate Scholar</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1995</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.sloan.org/">Sloan Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Post-graduate Fellowship</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1997-2000</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/">National Science Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/cgi-bin/showaward?award=9706764">Summer grant DMS 9706964</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1999-2001</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.sloan.org/">Sloan Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.sloan.org/programs/fellowship_1999list.htm">Research Fellowship</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1999-2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.packard.org/">David and Lucille Packard Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.cs.virginia.edu/packard/directory">Foundation Fellowship</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2000</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele/other/salem.html">Salem Prize</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/notices/200008/people.pdf">2000 Salem Prize</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.ams.org/">American Mathematical Society</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/new-in-math/press/bocher-tao.html">Bocher&nbsp;Memorial Prize</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.claymath.org/">Clay Mathematical Institute</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.claymath.org/Clay_Research_Award/">Clay Research Award</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2004</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.ams.org/">American Mathematical Society</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/new-in-math/press/conant-knutson-tao.html">Levi L. Conant Award</a></span><span class="c2">&nbsp;(with Allen Knutson)</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2005</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Robert&nbsp;Sorgenfrey&nbsp;Distinguished Teaching Award</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2005</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/">Australian Mathematical Society</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/AMSInfo/medal.html">Australian Mathematical Society Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2005</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.mathisaac.org/">International Society for Analysis, its Applications, and Computation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://mathisaac.org/Award.html">ISAAC award</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.icm2006.org/">International Congress of Mathematicians</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://icm2006.org/AbsDef/Invited/tao.pdf">Plenary Speaker</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.mathunion.org/">International Mathematical Union</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.mathunion.org/General/Prizes/2006/TaoENG.pdf">Fields Medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2006</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.science.org.au/">Australian Academy of Science</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.science.org.au/academy/fellows/corresp.htm">Corresponding Member</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.sastra.edu/">SASTRA</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ufl.edu/sastra-prize/2006.html">SASTRA&nbsp;Ramanujan&nbsp;prize</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-2011</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.macfound.org/">MacArthur Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.macfound.org/site/c.lkLXJ8MQKrH/b.2070789/apps/nl/content2.asp?content_id=%7B6DBB4260-1605-496C-8311-36328C702E50%7D&amp;notoc=1">MacArthur Fellowship</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007</span></p></td><td class="c4"><p class="c0"><span class="c2">Ostrowski&nbsp;Foundation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nmc2007.nl/index.php?page=ostrowski">Ostrowski&nbsp;Prize</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.australianoftheyear.gov.au/pages/index.asp">National Australia Day Council</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.australianoftheyear.gov.au/pages/page288.asp">SA finalist, Australian of the Year</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://newsroom.ucla.edu/page.asp?RelNum=7633">James and Carol Collins Chair</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-2011</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/">National Science Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/awardsearch/showAward.do?AwardNumber=0649473">Research Award DMS-0649473</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.royalsoc.ac.uk/">The Royal Society</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.royalsoc.ac.uk/news.asp?id=6651">Fellow</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008-2010</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/">National Science Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.nsf.gov/news/news_summ.jsp?cntn_id=111401&amp;org=NSF&amp;from=news">Waterman Award</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.cesasc.org/">CESASC</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.cesasc.org/Convention2008_Schedule.asp">Achievement Award</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008-</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.nasonline.org/site/PageServer">National Academy of Sciences</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www8.nationalacademies.org/onpinews/newsitem.aspx?RecordID=04292008">Foreign Affiliate</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.itsoc.org/">Information Theory Society</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.itsoc.org/people/awards-and-honors/information-theory-paper-award">Information Theory Society Paper Award</a></span><span class="c2">&nbsp;(with Emmanuel&nbsp;Candes)</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/alumni/alumni-assoc/alumni-association_home.cfm">Flinders University Alumni Association</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.flinders.edu.au/alumni/alumni-assoc/convocation/convocation-medal-past-recipients.cfm">Convocation Award</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ntnu.no/onsager">Onsager Lecture</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ntnu.no/imf/onsager">Onsager medal</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.amacad.org/">American Academy of Arts and Sciences</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.amacad.org/news/alpha2008.aspx">Member</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c2">SIAM</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.siam.org/prizes/sponsored/polya.php">Polya Prize</a></span><span class="c2">&nbsp;(with Emmanuel Candes)</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2010</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.kff.com/">King Faisal Foundation</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.kff.com/EN01/KFIP/KFIPWinners1430H2010G.html">King Faisal International Prize (Mathematics)</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2010</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.northwestern.edu/">Northwestern University</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.northwestern.edu/newscenter/stories/2010/04/nemmers.html">Nemmers Prize</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2012</span></p></td><td class="c4"><p class="c0"><span class="c2 c6"><a class="c5" href="http://kva.se/">Royal Swedish Academy of Sciences</a></span></p></td><td class="c4"><p class="c0"><span class="c30 c2"><a class="c5" href="http://www.crafoordprize.se/press/arkivpressreleases/thecrafoordprizeinmathematics2012andthecrafoordprizeinastronomy2012.5.6018c17913483dc064280001363.html">Crafoord Prize (Mathematics)</a></span></p></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c30 c13"><a class="c5" href="http://www.amphilsoc.org/">American Philosophical Society</a></span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c30 c13"><a class="c5" href="http://www.amphilsoc.org/members/newmembers">Member</a></span></h3></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c30 c13"><a class="c5" href="http://www.ams.org/home/page">American Mathematical Society</a></span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Fellow</span></h3></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012-2016</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c30 c13"><a class="c5" href="http://simonsfoundation.org/">Simons Foundation</a></span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c30 c13"><a class="c5" href="http://simonsfoundation.org/program-areas/mathematics-and-physical-science/simons-investigators/">Simons Investigator</a></span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://www.rac.es/1/1_1.php">Spanish Royal Academy of Sciences</a></span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Overseas member</span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c54 c32 c13"><a class="c5" href="http://www.nsf.gov/">National Science Foundation</a></span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://nsf.gov/awardsearch/showAward?AWD_ID=1301620">NSF grant 1301620</a></span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013-2018</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c54 c32 c13"><a class="c5" href="http://www.nsf.gov/">National Science Foundation</a></span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://www.nsf.gov/awardsearch/showAward?AWD_ID=1266164">NSF grant 1266164</a></span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://www.cee.org/">Center for Excellence in Education</a></span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://www.cee.org/news/cee-presents-dr-terence-tao-joseph-i-lieberman-award-his-significant-contribution-mathematics">Joseph Lieberman Award</a></span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c30 c13"><a class="c5" href="http://cty.jhu.edu/">Center for Talented Youth</a></span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Distinguished alumni award</span></h3></td></tr></tbody></table><h3 class="c16"><span class="c17">&nbsp;Teaching at UCLA</span></h3><a href="#" name="95421f95c4869d359792eaf9e49c0a47dd84464a"></a><a href="#" name="5"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 1996</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 132</span></p></td><td class="c4"><p class="c0"><span class="c2">Complex Analysis</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 1997</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 31B (Hons)</span></p></td><td class="c4"><p class="c0"><span class="c2">Calculus and Analytic Geometry</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 1997</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 132&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Math 121</span></p></td><td class="c4"><p class="c0"><span class="c2">Complex Analysis&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Introduction to Topology</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 1998</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 32A</span></p></td><td class="c4"><p class="c0"><span class="c2">Calculus of Several Variables</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 1998</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 32A&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Math 132</span></p></td><td class="c4"><p class="c0"><span class="c2">Calculus of Several Variables&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Complex Analysis</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 1998</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 132</span></p></td><td class="c4"><p class="c0"><span class="c2">Complex Analysis</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 1999</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.99w/">Topics in Analysis: Oscillatory Integrals and applications</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 1999</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254B</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/254b.1.99s/">Topics in Analysis: Restriction theorems and applications</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2000</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 132</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/132.1.00w/">Complex Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2000</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 121&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Math 199</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/121.1.00s/">Introduction to Topology</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/putnam">Problem Solving</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2001</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254A&nbsp;</span></p><p class="c0"><span class="c2">Math 296G</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.01w/">Topics in Analysis: Harmonic Analysis in the Phase Plane</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/w01.html">Analysis seminar</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 2002</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 115A&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/1&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/2</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/115a.3.02f/">Linear Algebra</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/participating_f02.html">Participating Analysis Seminar</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/f02.html">Analysis seminar</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2002</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 131AH&nbsp;</span></p><p class="c0"><span class="c2">Math 254A&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/1&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/2</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/131ah.1.03w">Analysis (Hons)</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.03w">Introduction to Arithmetic&nbsp;Combinatorics</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/participating_w03.html">Participating Analysis Seminar</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/w03.html">Analysis seminar</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2003</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 131BH&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/1&nbsp;</span></p><p class="c0"><span class="c2">Math 296G/2</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/131bh.1.03s">Analysis (Hons)</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/participating_w03.html">Participating Analysis Seminar</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/w03.html">Analysis seminar</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2004</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 133</span></p><p class="c0"><span class="c2">Math 245B</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/133.1.04w/">Introduction to Fourier Analysis</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/245b.1.04w/">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 2004</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/245a.1.04f">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2005</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245B</span></p><p class="c0"><span class="c2">Math 33A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/33a.2.05w/index.html">Graduate Real Analysis</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/33a.2.05w/index.html">Linear Algebra</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2005</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245C</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/245c.1.05s">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2006</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 251A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/251a.1.06w/">Graduate Partial Differential Equations</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2006</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 251B</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/251b.1.06s/">Graduate Partial Differential Equations</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 2006</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 247A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/247a.1.06f/">Graduate Fourier Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2007</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 247B</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/247b.1.07w">Graduate Fourier Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2008</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254A</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.08w/">Ergodic&nbsp;theory</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2008</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 285G</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/285g.1.08s/">Poincare conjecture</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2008</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245B</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/245b.1.09w">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2009</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245C</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/245c.1.09s">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2010</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254A</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.10w/">Random matrices</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2010</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254B</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/254b.1.10s/">Higher order Fourier analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 2010</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245A</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/245a.1.10f">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spring 2011</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 245C</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/245c.1.11s">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fall 2011</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254A</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/254a.1.11f/">Hilbert&#39;s Fifth Problem</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Winter 2012</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 254B</span></p></td><td class="c4"><p class="c0"><span class="c30 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/254b.1.12w">Expansion in groups of Lie type</a></span></p></td></tr><tr><td class="c10"><p class="c0 c3"><span class="c2">Winter 2013</span></p></td><td class="c10"><p class="c0 c3"><span class="c2">Math 245B</span></p></td><td class="c10"><p class="c0 c3"><span class="c30 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/scapde2013.html">Graduate Real Analysis</a></span></p></td></tr><tr class="c11"><td class="c10"><p class="c0 c14 c12 c3"><span class="c2">Fall 2013</span></p></td><td class="c10"><p class="c0 c14 c12 c3"><span class="c2">Math 245C</span></p></td><td class="c10"><p class="c0 c14 c12 c3"><span class="c30 c2"><a class="c5" href="https://ccle.ucla.edu/course/view/13S-MATH245C-1">Graduate Real Analysis</a></span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Teaching at UNSW/ANU</span></h3><a href="#" name="4f6b9fa8ba7d2ef88cd6bf1f4ca5bddd5b9317e6"></a><a href="#" name="6"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">UNSW Semester 2, 1999</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 2620 (lecture + tutorial)&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Math 1241 (2 tutorials)</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/2620.2.99/">Higher Complex Analysis</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Higher Mathematics 1B</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">UNSW Semester 2, 2000</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 2620 (lecture + tutorial)&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Math 1241 (1 tutorial)</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://sigma.maths.unsw.edu.au/math2620/index.html">Higher Complex Analysis</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Higher Mathematics 1B</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">ANU Semester 2, 2003</span></p></td><td class="c4"><p class="c0"><span class="c2">Math 3228 (3 weeks guest&nbsp;lectures)</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/3228">Complex Variables (Hons)</a></span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Students</span></h3><a href="#" name="d2ae06d6747b42052a42577d76c3ea1119210bd5"></a><a href="#" name="7"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c9"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c9"><p><span></span></p></td><td class="c9"><p><span></span></p></td><td class="c9"><p><span></span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Deborah Cromer</span></p></td><td class="c9"><p class="c0"><span class="c2">Honours&nbsp;Undergraduate, UCLA/UNSW</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/ThesisSyd.dvi.Z">Uniform distribution of sequences mod 1</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2000</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www-math.mit.edu/~thomasl/">Thomas Lam</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Honours&nbsp;Undergraduate, UNSW</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/thomas.dvi.Z">Cycles of even length in graphs</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2000-2001</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.gatech.edu/~juliag/">Julia Garibaldi</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA (joint with John Garnett)</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~jlucas/dissertation.pdf">Erdos&nbsp;distance problem for convex metrics</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2002-2004</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.purdue.edu/~rsasyk">Roman&nbsp;Sasyk</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA (informally supervised; formal supervisor was&nbsp;Sorin&nbsp;Popa)</span></p></td><td class="c9"><p class="c0"><span class="c2">Operator algebra methods in&nbsp;ergodic&nbsp;theory</span></p></td><td class="c9"><p class="c0"><span class="c2">2002-2003</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~mvisan/">Monica&nbsp;Visan</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~mvisan/thesis.pdf">Critical nonlinear Schrodinger equations in higher dimensions</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2003-2006</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~jbueti/">Jon&nbsp;Bueti</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~jbueti/buetithesis.pdf">Finite field x-ray and k-plane estimates</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2003-2006</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Umut&nbsp;Isik</span></p></td><td class="c9"><p class="c0"><span class="c2">Undergraduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/nc.pdf">Maximal non-commuting subsets of groups</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2005</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~slshao/">Shuanglin&nbsp;Shao</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~slshao/ssl-thes.pdf">Restriction estimates for&nbsp;paraboloids&nbsp;and cones in the cylindrically symmetric case</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2006-2008</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~rhex2/">Soonsik&nbsp;Kwon</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~rhex2/dissertation_kwon.pdf">Low-regularity problems of fifth-order&nbsp;KdV&nbsp;and modified&nbsp;KdV&nbsp;equations</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2006-2008</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~triroy/">Tristan Roy</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~triroy/ThesisTristan.pdf">Global&nbsp;wellposedness&nbsp;of the defocusing cubic wave equation in dimension 3</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2006-2008</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.math.ucla.edu/~timaustin/">Tim Austin</a></span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c6 c2"><a class="c5" href="http://arxiv.org/mod/51798">Multiple recurrence and the structure of probability-preserving systems</a></span></p></td><td class="c9"><p class="c0"><span class="c2">2006-2010 &nbsp; &nbsp;&nbsp;</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Le Thai Hoang</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c2">Topics in additive&nbsp;combinatorics&nbsp;in finite fields&nbsp;</span></p></td><td class="c9"><p class="c0"><span class="c2">2007-2010</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Paul Smith</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0 c33"><span class="c2"></span></p><p class="c0"><span class="c2">Subthreshold geometric renormalization</span></p><p class="c0"><span class="c2">and energy-critical Schrodinger maps</span></p><p class="c0 c33"><span class="c2"></span></p></td><td class="c9"><p class="c0"><span class="c2">2008-2011</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Zaher&nbsp;Hani</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0 c33"><span class="c2"></span></p><p class="c0"><span class="c2">Global and dynamical aspects of nonlinear</span></p><p class="c0"><span class="c2">Schrodinger equations on compact manifolds</span></p><p class="c0 c33"><span class="c2"></span></p></td><td class="c9"><p class="c0"><span class="c2">2008-2011</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Kenny Maples</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA&nbsp;</span></p></td><td class="c9"><p class="c0"><span class="c2">Arithmetic Properties of Random Matrices</span></p></td><td class="c9"><p class="c0"><span class="c2">2008-2011</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Josh&nbsp;Zahl</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c2">Some algebraic and geometric variants of Restriction and Kakeya problems&nbsp; &nbsp;</span></p></td><td class="c9"><p class="c0"><span class="c2">2009-2013</span></p></td></tr><tr class="c11"><td class="c9"><p class="c0"><span class="c2">Brad Rogers</span></p></td><td class="c9"><p class="c0"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c9"><p class="c0"><span class="c2">The statistics of the Riemann zeta function and related topics</span></p></td><td class="c9"><p class="c0"><span class="c2">2011-2013</span></p></td></tr><tr><td class="c7"><h3 class="c0 c3"><span class="c13">Pietro Carolino</span></h3></td><td class="c7"><h3 class="c0 c3"><span class="c13">Graduate Student, UCLA</span></h3></td><td class="c7"><h3 class="c0 c3"><span class="c13">TBA</span></h3></td><td class="c7"><h3 class="c0 c3"><span class="c13">2012-</span></h3></td></tr><tr><td class="c7"><p class="c0 c3"><span class="c2">Jacques Benatar</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">TBA</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">2012-</span></p></td></tr><tr><td class="c7"><p class="c0 c3"><span class="c2">Anand Rajagopalan</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">TBA</span></p></td><td class="c7"><p class="c0 c3"><span class="c2">2013-</span></p></td></tr><tr class="c11"><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">Ben Krause</span></p></td><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">TBA</span></p></td><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">2013-</span></p></td></tr><tr class="c11"><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">Nick Cook</span></p></td><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">Graduate Student, UCLA</span></p></td><td class="c7"><p class="c0 c12 c3 c14"><span class="c2">TBA</span></p></td><td class="c7"><p class="c0 c14 c12 c3"><span class="c2">2013-</span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Miscellaneous Duties</span></h3><a href="#" name="0ddb9abbfe2b8c48cecf48fe2900cd0dd9eacbf4"></a><a href="#" name="8"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1998-2005</span></p></td><td class="c4"><p class="c0"><span class="c2">Zentralblatt&nbsp;Math.</span></p></td><td class="c4"><p class="c0"><span class="c2">Reviewer</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1998-1999</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/putnam/">Putnam Committee</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Real Analysis&nbsp;Quals</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">1999-2000</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/putnam/">Putnam Committee</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Real Analysis&nbsp;Quals&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Library Committee&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Computing Committee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2000-2001</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.arxiv.org/">www.arXiv.org</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://arxiv.org/ad-board.html">math.AP&nbsp;moderator</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2001</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/conference/IPAM_announcementOIDEs.htm">Workshop in oscillatory integrals and non-linear PDE</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Organizing&nbsp;commitee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002-</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.arxiv.org/">www.arXiv.org</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://arxiv.org/ad-board.html">Global moderator / math.CA moderator</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002-2004</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams/jamsedit.html">Associate editor</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002-2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Staff search committee&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Analysis&nbsp;Quals&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Library Committee&nbsp;</span></p><p class="c0"><span class="c2">Graduate Advisors committee&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/f02.html">Analysis seminar (Fall)</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002-</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.amsi.org.au/">Australian Mathematical Sciences Institute</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.amsi.org.au/committee.html">Scientific Advisory Board</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/scapde.html">Southern California Analysis and Partial Differential Equations (SCAPDE)</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Organizing committee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2002-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://muse.jhu.edu/journals/american_journal_of_mathematics/">American Journal of Mathematics</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://muse.jhu.edu/journals/american_journal_of_mathematics/information/editorial.html">Associate Editor</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2003-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://imrs.hindawi.com/">International Mathematical Research Surveys (IMRS)</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://imrs.hindawi.com/adboard.html">Advisory Board</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2003-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.intlpress.com/DPDE/">Dynamics of Partial Differential Equations</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Associate Editor</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2003-2004</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Library Committee</span></p><p class="c0"><span class="c2">Computing Committee</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/seminar/w04.html">Analysis Seminar (Winter)</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2004</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.aimath.org/ARCC/workshops/additivecomb.html">Workshop: Recent Trends in Additive&nbsp;Combinatorics</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Co-organizer</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2004-2005</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Library Committee</span></p><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Analysis&nbsp;Quals</span></p><p class="c0"><span class="c2">Colloquium (chair)</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2005-2011</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams/jamsedit.html">Full Editor</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2004-2006</span></p></td><td class="c4"><p class="c0"><span class="c2">IMU</span></p></td><td class="c4"><p class="c0"><span class="c2">Sectional Committee, Analysis</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2005-2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Colloquium</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2006-2007</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Staff Search</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.ipam.ucla.edu/">IPAM</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ipam.ucla.edu/people/sci_ad_board.aspx">Scientific Advisory Board</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/journal/about.html">Analysis &amp; PDE</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/journal/editorial.html">Editor</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2007-2008</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Distinguished Lecture Series</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008-2010</span></p></td><td class="c4"><p class="c0"><span class="c2">IMU</span></p></td><td class="c4"><p class="c0"><span class="c2">ICM 2010 Program Committee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2008-2009</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Distinguished Lecture Series</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/scapde.html">SCAPDE</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Local organizer</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009-2010</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ucla.edu/">UCLA</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Distinguished Lecture Series</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c2">IPAM</span></p></td><td class="c4"><p class="c0"><span class="c2">Organising&nbsp;committee: &ldquo;Combinatorics: Methods and Applications in Mathematics and Computer Science&rdquo;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c2">Prize Jose Luis Rubio de Francia</span></p></td><td class="c4"><p class="c0"><span class="c2">Committee member</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2009</span></p></td><td class="c4"><p class="c0"><span class="c2">AMS</span></p></td><td class="c4"><p class="c0"><span class="c2">Steele Prize committee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2010</span></p></td><td class="c4"><p class="c0"><span class="c2">UCLA</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/scapde2010.html">SCAPDE organiser</a></span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Distinguished Lecture Series</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2010</span></p></td><td class="c4"><p class="c0"><span class="c2">AMS</span></p></td><td class="c4"><p class="c0"><span class="c2">Steele Prize committee</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2010</span></p></td><td class="c4"><p class="c0"><span class="c2">Prize Jose Luis Rubio de Francia</span></p></td><td class="c4"><p class="c0"><span class="c2">Committee member</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">2011-2012</span></p></td><td class="c4"><p class="c0"><span class="c2">UCLA</span></p></td><td class="c4"><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span class="c2">Distinguished Lecture Series</span></p></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012-2013</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">UCLA</span></h3></td><td class="c10"><p class="c0"><span class="c30 c2"><a class="c5" href="http://www.math.ucla.edu/~tao/scapde2013.html">SCAPDE organiser</a></span></p><p class="c0"><span class="c2">Staff Search</span></p><p class="c0"><span class="c2">Analysis Seminar</span></p><p class="c0"><span>Analysis qual</span></p></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2011-2013</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Norwegian Academy of Sciences</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Abel prize committee</span></h3></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012-2013</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">National Academy of Sciences</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Scientific Reviewing award committee</span></h3></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012-</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Cambridge University Press</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Editor, Forum of Mathematics</span></h3></td></tr><tr><td class="c10"><h3 class="c0 c3"><span class="c13">2012-2013</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">National Committee for the Mathematical Sciences</span></h3></td><td class="c10"><h3 class="c0 c3"><span class="c13">Subcommittee chair, decadal plan for the mathematical sciences</span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013-2014</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">UCLA</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Staff Search</span></h3><p class="c0 c3"><span>Analysis Seminar</span></p><p class="c0 c3"><span>DLS (chair)</span></p></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">MSRI</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Evaluation Visiting Team</span></h3></td></tr><tr class="c11"><td class="c10"><h3 class="c0 c12 c3"><span class="c13">2013</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Caltech</span></h3></td><td class="c10"><h3 class="c0 c12 c3"><span class="c13">Caltech PMA visiting committee</span></h3></td></tr></tbody></table><h3 class="c16"><span class="c17">Selected Lectures</span></h3><a href="#" name="bf795eb2da1a129d7cc0c670a16fae4133789277"></a><a href="#" name="9"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uchicago.edu/lectures.html/#Zygmund">Zygmund-Calderon lectures in Analysis</a></span></p></td><td class="c4"><p class="c0"><span class="c2">University of Chicago, Apr 8-10, 2002</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Expository/chicago.dvi">Low-regularity behavior of the&nbsp;Korteweg-de&nbsp;Vries&nbsp;equations</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.ma.hw.ac.uk/icms/meetings/2002/cama/sci_prog.html">Edinburgh lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Edinburgh, Mar 27-Apr 2 2002</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Expository/edinburgh.dvi">The&nbsp;Kakeya&nbsp;problem</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/events/wolff03.html">Wolff memorial lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Caltech, Apr 1,3,8,10, 2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Expository/wolff_caltech.dvi">Long-time behavior of semi-linear dispersive equations</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.admin.ias.edu/ma/2003/info.html">Park City lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Park City, Jun 29-Jul 12, 2003</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://front.math.ucdavis.edu/math.CA/0311181">Recent progress on the restriction conjecture</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.mth.msu.edu/Lecture_Series/2004.html">Phillips lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Michigan State University, Apr 5-7, 2004</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Expository/nonlinear_ft.dvi">The nonlinear Fourier transform</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.lms.ac.uk/meetings/hardy_04.html">Hardy Lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">United Kingdom, Apr 23-Jun 18 2004</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.lms.ac.uk/meetings/hardy_04.html">Various</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.nmsu.edu/~jlakey/cbms.html">CBMS lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">New Mexico, Jun 13-17 2005</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/chapter.dvi">Nonlinear dispersive and wave equations</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/index.php?module=announce&amp;ANN_user_op=view&amp;ANN_id=50">Chern&nbsp;Lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Berkeley, Nov 7-17 2006</span></p></td><td class="c4"><p class="c0"><span class="c2">Nonlinear geometric PDE</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.people.memphis.edu/~bollobas/2006memoriallecture.html">Erdos&nbsp;lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Tennessee, Mar 24-25 2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Slides/erdos.dvi">Arithmetic Progressions and the Primes</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.crm.umontreal.ca/Aisenstadt/Tao/">Aisenstadt&nbsp;lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Montreal, Mar 30-Apr 9 2006</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://front.math.ucdavis.edu/math.CO/0604456">Szemeredi&rsquo;s&nbsp;theorem and related topics</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.calendar.ucla.edu/event_detail.cfm?MeetingID=123080">Science Faculty Research Colloquium</a></span></p></td><td class="c4"><p class="c0"><span class="c2">UCLA, Jan 17 2007</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~tao/preprints/Slides/primes.pdf">Structure and randomness in the prime numbers</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www-math.mit.edu/seminars/simons07.html">Simons Lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">MIT, Apr 4-6 2007</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/2007/04/05/simons-lecture-i-structure-and-randomness-in-fourier-analysis-and-number-theory/">The dichotomy between structure and randomness</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.washington.edu/Seminars/milliman_lectures.php">Milliman&nbsp;Lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">U. Washington, Dec 4-6 2007</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.washington.edu/Seminars/milliman_0708.php">Recent developments in arithmetic&nbsp;combinatorics</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/The+Mahler+Lectureship">Mahler Lectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Australia, Aug 23-Oct 2 2009</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/tiki-read_article.php?articleId=61">Various&nbsp;</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.ams.org/meetings/lectures/einstein-2010">Einstein Lecture</a></span></p></td><td class="c4"><p class="c0"><span class="c2">UCLA, October 9 2010</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.ams.org/meetings/lectures/einstein-2010">The cosmic distance ladder</a></span></p></td></tr></tbody></table><h3 class="c16"><span class="c17">Articles published, submitted, or in preparation</span></h3><p class="c0 c33"><span class="c17"></span></p><a href="#" name="0bab1a2dedc968588d41ab6d81d952c74b0ce10d"></a><a href="#" name="10"></a><table cellpadding="0" cellspacing="0" class="c48"><tbody><tr class="c11"><td class="c4"><p class="c0 c44"><span>&nbsp;</span></p></td><td class="c4"><p><span></span></p></td><td class="c4"><p><span></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Title</span></p></td><td class="c4"><p class="c0"><span class="c2">With</span></p></td><td class="c4"><p class="c0"><span class="c2">Status</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jourcgi/jour-pbprocess?fn=110&amp;arg1=S0002-9939-96-03371-0">Weak-type endpoint bounds for&nbsp;Riesz&nbsp;means</a></span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/proc/">Proc. Amer. Math. Soc.</a></span><span class="c2">&nbsp;124 (1996), 2797-2805</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.idealibrary.com/cgi-bin/www.idealibrary.com_8011/iplogin/citation/1063-5203/3/384">On the almost-everywhere convergence of wavelet summation methods</a></span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/ha.htm">ACHA</a></span><span class="c2">&nbsp;3 (1996), 384-387</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Harmonic convolution operators on&nbsp;Lipschitz&nbsp;graphs</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Adv. Appl. Clifford Alg. 6 (1996), 207-218</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the Structure of Projective Group Representations inQuaternionic&nbsp;Hilbert Space</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www-wilson.ucsd.edu/~acm/">Andrew Millard</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://ojps.aip.org/journals/doc/JMAPAQ-home/top.html">J. Math. Phys.</a></span><span class="c2">&nbsp;37 (1996), 5848-5857</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The&nbsp;Bochner-Riesz&nbsp;conjecture implies the restriction conjecture</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Duke Math. J. 96 (1999), 363-376</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/journals/american_journal_of_mathematics/toc/ajm120.5_tex.html#120.5keel">Endpoint&nbsp;Strichartz&nbsp;Estimates</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">, 120 (1998), 955-980</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.iumj.indiana.edu/ABS/ABtao983/index.html">The weak-type endpoint&nbsp;Bochner-Riesz&nbsp;conjecture and related topics</a></span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.iumj.indiana.edu/">Indiana U. Math. J.</a></span><span class="c2">&nbsp;47 (1998), 1097-1124</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dekker.com/e/p.pl/0360-5302/024/003-004/007/abs">Low regularity semi-linear wave equations</a></span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dekker.com/e/p.pl/0360-5302">Comm. PDE</a></span><span class="c2">&nbsp;24 (1999), 599&mdash;630</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/journals/american_journal_of_mathematics/toc/ajm121.3_tex.html#121.3keel">Small data blowup for&nbsp;semilinear&nbsp;Klein-Gordon equations</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;121 (1999), 629-669</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jourcgi/jour-pbprocess?fn=110&amp;arg1=S0894-0347-98-00278-1&amp;u=/jams/1998-11-04/">A bilinear approach to the restriction and&nbsp;Kakeya&nbsp;conjectures</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Ana Vargas&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Luis Vega</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;11 (1998), 967-1000</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the Maximal&nbsp;Bochner-Riesz&nbsp;conjecture in the plane, for p&lt;2</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/tran/">Trans. Amer. Math. Soc.</a></span><span class="c2">&nbsp;354 (2002), 1947-1959</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Almost everywhere convergence of general wavelet shrinkage estimators</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.isds.duke.edu/~brani/">Brani&nbsp;Vidakovic</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/ha.htm">ACHA</a></span><span class="c2">&nbsp;9 (2000), 72-82</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Local and global well-posedness&nbsp;of wave maps in R^{1+1} for rough data</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.imrn.org/">IMRN</a></span><span class="c2">&nbsp;21 (1998), 1117-1156</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A bilinear approach to cone multipliers I. Restriction theorems</span></p></td><td class="c4"><p class="c0"><span class="c2">Ana Vargas</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;10 (2000), 185-215</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A bilinear approach to cone multipliers II. Applications</span></p></td><td class="c4"><p class="c0"><span class="c2">Ana Vargas</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;10 (2000), 216-258</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jourcgi/jour-pbprocess?fn=110&amp;arg1=S0894-0347-99-00299-4&amp;u=/jams/1999-12-04/">The honeycomb model of&nbsp;GL_n(C) tensor products I. Proof of the saturation conjecture</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.alumni.caltech.edu/~allenk/">Allen Knutson</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">12 (1999), 1055&mdash;1090</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spherically averaged endpoint&nbsp;Strichartz&nbsp;estimates for the two-dimensional Schr&ouml;dinger equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dekker.com/e/p.pl/0360-5302">Comm. PDE</a></span><span class="c2">&nbsp;25 (2000), 1471-1485</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Ill-posedness&nbsp;for one-dimensional wave maps at the critical regularity</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">, 122 (2000), 451-463</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An improved bound on the&nbsp;Minkowski&nbsp;dimension of&nbsp;Besicovitchsets in R^3</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~laba">Izabella&nbsp;Laba</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~annals/web/index.html">Annals of Math.</a></span><span class="c2">&nbsp;152 (2000),&nbsp; 383-446</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Weak-type endpoint bounds for homogeneous convolution operators</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.iumj.indiana.edu/">Indiana U. Math. J.</a></span><span class="c2">, 48 (1999), 1547-1584</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The honeycomb model of&nbsp;GL_n(C) tensor products II. Facets of the&nbsp;Littlewood-Richardson cone</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.alumni.caltech.edu/~allenk/">Allen Knutson</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~ctw/">Chris Woodward</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;17 (2004), 19-48.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Endpoint bilinear restriction theorems for the cone, and some sharp null form estimates</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer-ny.com/link/service/journals/00209/index.htm">Math. Z.</a></span><span class="c2">&nbsp;238 (2001), 215-268</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Bounds on arithmetic projections, and applications to the&nbsp;Kakeyaconjecture</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math Res. Letters</a></span><span class="c2">&nbsp;6 (1999), 625-630</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An x-ray transform estimate in&nbsp;R^n</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~laba">Izabella&nbsp;Laba</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.uam.es/departamentos/ciencias/matematicas/especifica/ibero/index.html">Revista&nbsp;Mat.&nbsp;Iber.</a></span><span class="c2">&nbsp;17 (2001), 375-408</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multilinear&nbsp;operators with singular multipliers</span></p></td><td class="c4"><p class="c0"><span class="c2">Camil&nbsp;Muscalu&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;15 (2002), 469-496</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Convex bodies with a point of curvature do not admit exponential bases</span></p></td><td class="c4"><p class="c0"><span class="c2">Alex&nbsp;Iosevich&nbsp;&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;123 (2001), 115-120</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Endpoint multiplier theorems of&nbsp;Marcinkiewicz&nbsp;type</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/reswright.html">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.uam.es/departamentos/ciencias/matematicas/ibero/irevista.htm">Revista&nbsp;Mat.&nbsp;Iber.</a></span><span class="c2">&nbsp;17 (2001), 521-558</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Some connections between the Falconer and&nbsp;Furstenburgconjectures</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://nyjm.albany.edu:8000/nyjm.html">New York J. Math.</a></span><span class="c2">&nbsp;7 (2001), 148-187</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Sharp Lorentz space estimates for rough operators</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://conley.math.wisc.edu/~seeger/">Andreas Seeger</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00208/index.htm">Math.&nbsp;Annalen</a></span><span class="c2">&nbsp;320 (2001) 2, 381-415</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">L^p&nbsp;improving estimates for averages along curves</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/reswright.html">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;16 (2003), 605-638</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A converse extrapolation theorem for translation-invariant operators</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/fu.htm">J.&nbsp;Funct. Anal.</a></span><span class="c2">&nbsp;180 (2001), 1-10</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Kakeya&nbsp;and restriction phenomena for finite fields</span></p></td><td class="c4"><p class="c0"><span class="c2">Gerd&nbsp;Mockenhaupt</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dukemathjournal.org/">Duke Math. J.</a></span><span class="c2">&nbsp;121 (2004), 35-74</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The&nbsp;Fuglede&nbsp;spectral conjecture holds for convex bodies in the plane</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.missouri.edu/people/aiosevich.html">Alex&nbsp;Iosevich</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;10 (2003), 559-570</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Some light on&nbsp;Littlewood-Paley theory</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/rescowl.html">Michael Cowling</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00208/index.htm">Math.&nbsp;Annalen</a></span><span class="c2">&nbsp;321 (2001) 4, 885-888</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the&nbsp;Minkowski&nbsp;dimension of&nbsp;Besicovitch&nbsp;sets in medium dimension</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~laba">Izabella&nbsp;Laba</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;11 (2001), 773-806</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Local well-posedness&nbsp;for the Yang-Mills equation below the energy norm</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/de.htm">JDE</a></span><span class="c2">&nbsp;189 (2003), 366-382</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Uniform estimates for&nbsp;paraproducts</span></p></td><td class="c4"><p class="c0"><span class="c2">Camil&nbsp;Muscalu&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">ChristophThiele</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Journal&nbsp;d&#39;Analyse&nbsp;de Jerusalem 87 (2002), 369-384</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Uniform estimates for multi-linear operators with modulation symmetry</span></p></td><td class="c4"><p class="c0"><span class="c2">Camil&nbsp;Muscalu&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Journal&nbsp;d&#39;Analyse&nbsp;de Jerusalem 88 (2002), 255-309</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Almost conservation laws and global rough solutions to a nonlinear Schrodinger equation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;9 (2002), 659-682.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multilinear&nbsp;weighted convolution of $L^2$ functions, and applications to non-linear dispersive equations</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;123 (2001), 839-908</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;result for&nbsp;KdV&nbsp;in&nbsp;Sobolev&nbsp;spaces of negative index</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://ejde.math.swt.edu/">EJDE</a></span><span class="c2">&nbsp;2001 (2001) No 26, 1-7</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Sharp global well-posedness&nbsp;results for periodic and non-periodic&nbsp;KdV&nbsp;and modified&nbsp;KdV&nbsp;on R and T</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc</a></span><span class="c2">&nbsp;16 (2003), 705-749.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">From rotating needles to stability of waves: emerging connections between&nbsp;combinatorics, analysis, and PDE.</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/notices/">Notices Amer. Math. Soc.</a></span><span class="c2">&nbsp;48 (2001) No 3, 294-303</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Three regularity results in harmonic analysis (Ph. D. Thesis)</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.wspc.com.sg/books/mathematics/4240.html">Topics in Analysis and Applications</a></span><span class="c2">, World Scientific.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">L^p&nbsp;estimates for the &quot;biest&quot; I.&nbsp; The Walsh model.</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00208/index.htm">Math.&nbsp;Annalen</a></span><span class="c2">&nbsp;329 (2004), 401-426</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">L^p&nbsp;estimates for the &quot;biest&quot; II.&nbsp; The Fourier model.</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00208/index.htm">Math.&nbsp;Annalen</a></span><span class="c2">&nbsp;329 (2004), 427-461</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multi-linear multipliers associated to simplexes of arbitrary length</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c29 c2 c35">Submitted</span><span class="c2">,&nbsp;</span><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/journal/about.html">Analysis &amp; PDE</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">New bounds for&nbsp;Kakeya&nbsp;problems</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Journal&nbsp;d&#39;Analyse&nbsp;de Jerusalem,&nbsp; 87 (2002), 231-263</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multi-linear estimates for periodic&nbsp;KdV&nbsp;equations, and applications</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622879/description#description">J.&nbsp;Funct. Anal.</a></span><span class="c2">&nbsp;211 (2004), 173-218</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;for the Schrodinger equations with derivative</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://epubs.siam.org/sam-bin/dbq/toclist/SIMA">Siam J. Math.</a></span><span class="c2">&nbsp;33 (2001), 649-669</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Endpoint mapping properties of spherical maximal functions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.wisc.edu/~seeger/">Andreas Seeger</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/reswright.html">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c2">J.&nbsp;Institut&nbsp;Math.&nbsp;Jussieu&nbsp;2 (2003) 1, 109-144</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Pointwise&nbsp;convergence of&nbsp;lacunary&nbsp;spherical means</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.wisc.edu/~seeger/">Andreas Seeger</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/reswright.html">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Mt. Holyoke Proceedings (2001), Contemporary Mathematics (2003), 341-352</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Singular maximal functions and Radon transforms near L^1</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.wisc.edu/~seeger/">Andreas Seeger</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.unsw.edu.au/purweb/reswright.html">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;126 (2004), 607-647.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Honeycombs and sums of&nbsp;Hermitian&nbsp;matrices</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.alumni.caltech.edu/~allenk/">Allen Knutson</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/notices/">Notices Amer. Math. Soc.</a></span><span class="c2">&nbsp;48 (2001) No. 2, 175-186</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Recent progress on the&nbsp;Kakeya&nbsp;conjecture</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Publicacions&nbsp;Matematiques, Proceedings of the 6th International Conference on Harmonic Analysis and Partial Differential Equations, U. Barcelona 2002, 161-180</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity of wave maps I.&nbsp; Small critical&nbsp;Sobolev&nbsp;norm in high dimension</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.imrn.org/">IMRN</a></span><span class="c2">&nbsp;7 (2001), 299-328</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity of wave maps II.&nbsp; Small energy in two dimensions</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00220/index.htm">Comm. Math. Phys.</a></span><span class="c2">&nbsp;224 (2001), 443-544</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Puzzles and (equivariant)&nbsp;cohomology&nbsp;of&nbsp;Grassmanians</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.alumni.caltech.edu/~allenk/">Allen Knutson</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dukemathjournal.org/">Duke Math. J.</a></span><span class="c2">&nbsp;119 (2003), 221-260</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A refined global well-posedness&nbsp;for the Schrodinger equations with derivative</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://epubs.siam.org/sam-bin/dbq/toclist/SIMA">Siam J. Math.</a></span><span class="c2">&nbsp;34 (2002), 64-86.</span></p><p class="c0"><span>&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Resonant decompositions and the I-method for cubic nonlinear Schrodinger on R^2</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.aimsciences.org/journals/dcdsA/index.htm">Disc. Cont.&nbsp;Dynam. Systems A</a></span><span class="c2">&nbsp;21 (2008), 665-686</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Polynomial upper bounds for the orbital instability of the 1D cubic NLS below the energy norm</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://aimsciences.org/">Discrete Cont.&nbsp;Dynam. Systems</a></span><span class="c2">&nbsp;9 (2003), 31-54</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Polynomial growth and orbital instability bounds for $L^2$-subcritical NLS below the energy norm</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/faculty/staffilani.html">Gigliola&nbsp;Staffilani</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://aimsciences.org/CPAA/cpaa.htm">Comm. Pure Appl. Anal.</a></span><span class="c2">&nbsp;2 (2003), 33-50</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global existence and scattering for rough solutions of a nonlinear Schrodinger equation in R^3</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Gigliola&nbsp;Staffilani&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.wiley.com/WileyCDA/WileyTitle/productCd-CPA.html">CPAM</a></span><span class="c2">&nbsp;57 (2004), 987-1014</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A geometric optics approach to bilinear wave estimates</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~seri">Sergiu&nbsp;Klainerman</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Igor&nbsp;Rodnianski</span></p></td><td class="c4"><p class="c0"><span class="c1 c45"><a class="c5" href="http://www.ams.org/msnmain?fn=305&amp;pg1=CN&amp;s1=J_Anal_Math&amp;v1=J.+Anal.+Math.">J. Anal. Math.</a></span><span class="c43 c2">&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/msnmain?fn=130&amp;pg1=ISSI&amp;s1=204574&amp;v1=Journal+d&#39;Analyse+Mathematique+%5B+87+(2002)%5D">87&nbsp;</a></span><span class="c43 c2">(2002), 299&mdash;336</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Bochner-Riesz&nbsp;summability&nbsp;for analytic functions on the&nbsp;&nbsp;</span></p><p class="c0"><span class="c2">m-complex unit sphere and for cylindrically symmetric functions on R^{n-1} \times R</span></p></td><td class="c4"><p class="c0"><span class="c2">Adam&nbsp;Sikora</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~cag/">Comm. Anal. Geom.</a></span><span class="c2">&nbsp;12 (2004), 43-57</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A new bound for finite field&nbsp;Besicovitch&nbsp;sets in four dimensions</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uci.edu/pjm.html">Pacific J. Math</a></span><span class="c2">&nbsp;222 (2005), 337-363</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A discrete model for the bi-carleson&nbsp;operator</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;12 (2002), 1324-1364</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A counterexample to a&nbsp;multilinear&nbsp;endpoint question of Christ andKiselev</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;10 (2003), 237-246</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multilinear&nbsp;interpolation between&nbsp;adjoint&nbsp;operators</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.missouri.edu/~loukas">Loukas&nbsp;Grafakos</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/fu.htm">J.&nbsp;Funct. Anal.</a></span><span class="c2">&nbsp;199 (2003), 379-385</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Carleson&nbsp;measures, trees, extrapolation, and T(b) theorems</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://delambre.mathinfo.u-picardie.fr/auscher">Pascal&nbsp;Auscher</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.missouri.edu/people/shofmanpt.html">Steve&nbsp;Hofman</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://mat.uab.es/pubmat">Publications&nbsp;Matematiques&nbsp;Barcelona</a></span><span class="c2">&nbsp;46 (2002), 257-325</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Weak-type (1,1) bounds for Fourier integral operators</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/Publ/Jamsa/">J. Aust. Math. Soc.</a></span><span class="c2">&nbsp;76 (2004), 1-21</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A singularity removal theorem for Yang-Mills fields in higher dimensions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www-math.mit.edu/~tian/">Gang&nbsp;Tian</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;17 (2004), 557-593.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Asymptotics, frequency modulation, and low regularity ill-posedness&nbsp;for canonical&nbsp;defocussing&nbsp;equations</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.berkeley.edu/~mchrist/">Michael Christ</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;125 (2003), 1235-1293</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity for the Maxwell-Klein-Gordon equation in high dimensions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.princeton.edu/cgi-bin/Phone/phonecg.pl?Qname=Rodnianski&amp;Qdepartment=Mathematics&amp;Qphone&amp;Qemail">Igor&nbsp;Rodnianski</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00220/index.htm">Comm. Math. Phys.</a></span><span class="c2">&nbsp;251 (2004), 377-426</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Symplectic&nbsp;nonsqueezing&nbsp;of the&nbsp;KdV&nbsp;flow</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/faculty/staffilani.html">Gigliola&nbsp;Staffilani</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.actamathematica.org/">Acta&nbsp;Math.</a></span><span class="c2">&nbsp;195 (2005), 197-252</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Upper and lower bounds for&nbsp;Dirichlet&nbsp;eigenfunctions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.anu.edu.au/~hassell/">Andrew&nbsp;Hassell</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;9 (2002), 289-305</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Ill-posedness&nbsp;for nonlinear Schrodinger and wave equations</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.berkeley.edu/~mchrist/">Michael Christ</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span></p></td><td class="c4"><p class="c0"><span class="c28 c2">to appear</span><span class="c2">,&nbsp;Annales&nbsp;IHP</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Relative efficiencies of kernel and local likelihood density estimators</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://wwwmaths.anu.edu.au/~peter/">Peter Hall</a></span></p></td><td class="c4"><p class="c0"><span class="c2">J. R. Stat. Soc. Ser. B Stat.&nbsp;Methodol. 64 (2002), 537-547</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A sharp bilinear restriction estimate for&nbsp;paraboloids</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;13 (2003), 1359-1384</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A&nbsp;Carleson-type theorem for a Cantor group model of the Scattering Transform</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.iop.org/EJ/S/1/NCA203394/journal/0951-7715">Nonlinearity</a></span><span class="c2">&nbsp;</span><span class="c29 c2">19</span><span class="c2">&nbsp;(2003), 219-246</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Local and global well-posedness&nbsp;for nonlinear dispersive equations</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2 c43">Proc. Centre Math. Appl. Austral. Nat. Univ.&nbsp;</span><span class="c29 c2">40</span><span class="c2">&nbsp;(2002), 19-48</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Existence&nbsp;globale&nbsp;et diffusion pour&nbsp;l&#39;&eacute;quation&nbsp;de Schr&ouml;dingernonlin&eacute;aire&nbsp;r&eacute;pulsive&nbsp;cubique&nbsp;sur&nbsp;R^3 en&nbsp;dessous&nbsp;l&#39;espaced&#39;&eacute;nergie</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/faculty/staffilani.html">Gigliola&nbsp;Staffilani</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c2 c25">Journ&eacute;es&nbsp;&quot;&Eacute;quations&nbsp;aux&nbsp;D&eacute;riv&eacute;es&nbsp;Partielles&quot;</span><span class="c38 c2">&nbsp;(</span><span class="c1 c45"><a class="c5" href="http://www.math.sciences.univ-nantes.fr/edpa/2002/">Forges-les-Eaux, 2002</a></span><span class="c38 c2">),&nbsp;</span><span class="c43 c2">Exp. No. X, 14 pp.,&nbsp;</span><span class="c25 c2">Univ. Nantes, Nantes,</span><span class="c2 c38">&nbsp;</span><span class="c43 c2">2002</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A sum-product estimate for finite fields, and applications</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~gustafss/Bourgain.html">Jean&nbsp;Bourgain</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uic.edu/faculty/katz.html">Nets Katz</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;14 (2004), 27-57</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Some recent progress on the Restriction conjecture</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Fourier analysis and convexity, 217-243,&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/msnmain?fn=405&amp;pg1=CN&amp;s1=Appl_Numer_Harmon_Anal&amp;v1=Appl.+Numer.+Harmon.+Anal.,">Appl.&nbsp;Numer. Harmon. Anal.,</a></span><span class="c2">Birkh&auml;user&nbsp;Boston, Boston, MA, 2004.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">L^p&nbsp;bounds for a maximal dyadic sum operator</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.missouri.edu/~loukas">LoukasGrafakos</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.gatech.edu/~erin/">Erin&nbsp;Terwilleger</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer-ny.com/link/service/journals/00209/index.htm">Math. Z.</a></span><span class="c2">&nbsp;246 (2004), 321-337</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Bi-parameter&nbsp;paraproducts</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/~jpipher">Jill&nbsp;Pipher</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ml.kva.se/publications/acta/">Acta&nbsp;Math.</a></span><span class="c2">&nbsp;</span><span class="c29 c2">193</span><span class="c2">&nbsp;(2004), 269&ndash;296</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On&nbsp;multilinear&nbsp;oscillatory integrals, singular and nonsingular</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.berkeley.edu/~mchrist/">Michael Christ</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~xcli">Xiaochun&nbsp;Li</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">ChristophThiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dukemathjournal.org/">Duke Math. J.</a></span><span class="c2">&nbsp;</span><span class="c29 c2">130</span><span class="c2">&nbsp;(2005), 321&mdash;351.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Long-time decay estimates for Schrodinger equations on manifolds</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.princeton.edu/cgi-bin/Phone/phonecg.pl?Qname=Rodnianski&amp;Qdepartment=Mathematics&amp;Qphone&amp;Qemail">Igor&nbsp;Rodnianski</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Mathematical aspects of nonlinear dispersive&nbsp;equatoins, 223-253, Ann. of Math. Stud. 163, Princeton University Press, Princeton NJ 2007</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A&nbsp;Strichartz&nbsp;inequality for the Schrodinger equation on non-trapping asymptotically conic manifolds</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.anu.edu.au/~hassell/">Andrew&nbsp;Hassell</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.nwu.edu/~jwunsch/">Jared&nbsp;Wunsch</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dekker.com/e/p.pl/0360-5302">Comm. PDE</a></span><span class="c2">&nbsp;30 (2004), 157-205</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A positive proof of the&nbsp;Littlewood-Richardson rule using the octahedron recurrence</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~allenk/">Allen Knutson</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~ctw/">Chris Woodward</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.combinatorics.org/">Electron. J.&nbsp;Combin.</a></span><span class="c2">&nbsp;11 (2004), Research Paper 61, 18 pp. (electronic);</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;of the Benjamin-Ono equation in H^1(R)</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.worldscinet.com/jhde/jhde.shtml">J. Hyperbolic Diff. Eq.</a></span><span class="c2">&nbsp;1 (2004) 27-49</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Fuglede&#39;s&nbsp;conjecture is false in 5 and higher dimensions</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;11 (2004), 251-258</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An uncertainty principle for cyclic groups of prime order</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c2">&nbsp;12 (2005), 121-127</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Nonlinear Fourier Analysis</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c28 c2">to appear</span><span class="c2">, Park City proceedings</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Instability of the periodic nonlinear Schrodinger equation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.berkeley.edu/~mchrist/">Michael Christ</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span></p></td><td class="c4"><p class="c0"><span class="c29 c2 c35">Submitted</span><span class="c2">,</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the asymptotic behavior of large radial data for a focusing non-linear&nbsp;Schr\&quot;odinger&nbsp;equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.worldscinet.com/jhde/jhde.shtml">J. Hyperbolic Diff. Eq.</a></span><span class="c2">&nbsp;1 (2004) 27-49</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;and scattering for the higher-dimensional energy-critical non-linear Schrodinger equation for radial data</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://intlpress.com/PDE/">Dynamics of PDE</a></span><span class="c2">&nbsp;1 (2004), 1-48</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;and scattering in the energy space for the critical nonlinear Schrodinger equation in R^3</span></p><p class="c0"><span class="c2">(&quot;Project Gopher&quot;)</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.caltech.edu/people/keel.html">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/faculty/staffilani.html">Gigliola&nbsp;Staffilani</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math.</a></span><span class="c2">&nbsp;167 (2007), 767-865</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Recent progress on the Restriction conjecture</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c28 c2">to appear</span><span class="c2">,&nbsp; Park City proceedings</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Sharp&nbsp;Strichartz&nbsp;estimates on non-trapping asymptotically conic manifolds</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.maths.anu.edu.au/~hassell/">Andrew&nbsp;Hassell</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.nwu.edu/~jwunsch/">Jared&nbsp;Wunsch</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.press.jhu.edu/press/journals/titles/ajm.html">Amer. J. Math.</a></span><span class="c2">&nbsp;128 (2006), 963&mdash;1024.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Robust uncertainty principles: Exact signal reconstruction from highly incomplete frequency information</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www-dsp.rice.edu/~jrom/">Justin Romberg</a></span></p></td><td class="c4"><p class="c0"><span class="c2">IEEE Inf. Theory 52 (2006)&nbsp;Vol&nbsp;2., 489&mdash;509</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The primes contain arbitrarily long arithmetic progressions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math.</a></span><span class="c2">&nbsp;167 (2008), 481-547</span></p></td></tr><tr class="c51"><td class="c4"><p class="c0 c12 c3"><span class="c2">New bounds for&nbsp;Szemeredi&#39;s&nbsp;Theorem, I: Progressions of length 4 in finite field geometries</span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c26">Proc. Lond. Math. Soc. 98 (2009), 365-392</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Restriction theory of the&nbsp;Selberg&nbsp;Sieve, with applications</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ethz.ch/EMIS/journals/JTNB/jtnb_english.html">Journal de&nbsp;Th&eacute;orie&nbsp;des&nbsp;Nombres&nbsp;de Bordeaux</a></span><span class="c2">&nbsp;18 (2006), 137&mdash;172</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A quantitative&nbsp;ergodic&nbsp;theory proof of&nbsp;Szemer\&#39;edi&#39;s&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.combinatorics.org/">Electron. J.&nbsp;Combin.</a></span><span class="c2">&nbsp;13 (2006). 1 No. 99, 1-49.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The Bi-Carleson&nbsp;operator</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2">&nbsp;16 (2006), 230&mdash;277</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Multi-parameter&nbsp;paraproducts</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~camil/">Camil&nbsp;Muscalu</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/~jpipher">Jill&nbsp;Pipher</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.uam.es/departamentos/ciencias/matematicas/especifica/ibero/index.html">Revista&nbsp;Mat.&nbsp;Iber.</a></span><span class="c2">&nbsp;22 (2006), 963-976</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Geometric renormalization of large energy wave maps</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Journees&nbsp;&ldquo;Equations aux derives&nbsp;partielles&rdquo;, Forges les&nbsp;Eaux, 7-11 June 2004, XI 1-32</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Near Optimal Signal Recovery From Random Projections And Universal Encoding Strategies</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p></td><td class="c4"><p class="c0"><span class="c2">IEEE Inf. Theory 52 (2006), 5406-5425</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Decoding by Linear Programming</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p></td><td class="c4"><p class="c0"><span class="c2">IEEE Inf. Theory 51 (2005), 4203-4215</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Stable Signal Recovery from Incomplete and Inaccurate Measurements</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www-dsp.rice.edu/~jrom/">Justin Romberg</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.wiley.com/WileyCDA/WileyTitle/productCd-CPA.html">Comm. Pure Appl. Math.</a></span><span class="c2">&nbsp;59 (2006), 1207-1223</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A quantitative&nbsp;ergodic&nbsp;theory proof of&nbsp;Szemer\&#39;edi&#39;s&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.combinatorics.org/">Electron. J.&nbsp;Combin.</a></span><span class="c2">&nbsp;13 (2006). 1 No. 99, 1-49.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On random $\pm 1$ matrices: Singularity and Determinant</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucsd.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Random Structures and Algorithms 28 (2006),&nbsp; 1&mdash;23.</span></p><p class="c0"><span class="c2">[An extended abstracted is also in: STOC&rsquo;05: Proceedings of the 37</span><span class="c56 c2">th</span><span class="c2">&nbsp;annual ACM symposium on the theory of computing, 431&mdash;440, New York 2005.]</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Arithmetic progressions and the primes</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.imub.ub.es/collect/">Collectanea&nbsp;Mathematica</a></span><span class="c2">&nbsp;(2006),&nbsp;</span><span class="c1"><a class="c5" href="http://www.imub.ub.es/collect/ElEscorial.html">Vol. Extra.</a></span><span class="c2">, 37-88.</span></p><p class="c0"><span class="c2">[Proceedings,&nbsp;</span><span class="c1"><a class="c5" href="http://www.uam.es/personal_pdi/ciencias/soria/ESCORIAL/Escorial2004_poster.html">7th International Conference on Harmonic Analysis and Partial Differential Equations</a></span><span class="c2">]</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the singularity probability of random Bernoulli matrices</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucsd.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/jams/">J. Amer. Math. Soc.</a></span><span class="c2">&nbsp;20 (2007), 603-628</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An inverse theorem for the&nbsp;Gowers&nbsp;$U^3(G)$ norm</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://uk.cambridge.org/journals/journal_catalogue.asp?mnemonic=PEM&amp;rnd=01/03/2005+19:50:02">Proc.&nbsp;Edin. Math. Soc.</a></span><span class="c2">&nbsp;51 (2008), 73-153</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A variant of the&nbsp;hypergraph&nbsp;removal lemma</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622862/description#description">J.&nbsp;Combin. Thy. A</a></span><span class="c2">&nbsp;113 (2006), 1257&mdash;1280</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Error Correction via Linear Programming</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucdavis.edu/~vershynin/">Emmanuel&nbsp;Candes</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucdavis.edu/~vershynin/">Mark&nbsp;Rudelson</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucdavis.edu/~vershynin/">Roman&nbsp;Vershynin</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Proc. 46</span><span class="c2 c56">th</span><span class="c2">&nbsp;Annual IEEE Symposium on Foundations of Computer Science (FOCS05), IEEE, 2005.&nbsp; pp. 295-308</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The&nbsp;Brascamp--Lieb&nbsp;Inequalities: Finiteness, Structure and&nbsp;Extremals</span></p></td><td class="c4"><p class="c0"><span class="c2">Jon Bennett</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~mchrist/">Tony&nbsp;Carbery</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~mchrist/">Michael Christ</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.springerlink.com/link.asp?id=100476">GAFA</a></span><span class="c2">&nbsp;17 (2008), 1343-1415</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Finiteness bounds for&nbsp;multilinear&nbsp;inequalities of&nbsp;Brascamp-Lieb&nbsp;type</span></p></td><td class="c4"><p class="c0"><span class="c2">Jon Bennett</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~mchrist/">Tony&nbsp;Carbery</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~mchrist/">Michael Christ</a></span></p></td><td class="c4"><p class="c0"><span class="c20 c2 c34"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Letters</a></span><span class="c20 c2">, 17 (2010), 647-666</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Szemer\&rsquo;edi&rsquo;s&nbsp;regularity lemma revisited</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://cdm.ucalgary.ca/">Contrib. Discrete Math.</a></span><span class="c2">&nbsp;1 (2006), 8-28</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random symmetric matrices are almost surely non-singular</span></p></td><td class="c4"><p class="c0"><span class="c2">Kevin Costello</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucsd.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.dukeupress.edu/dmj/">Duke Math. J.</a></span><span class="c2">&nbsp;135 (2006), 395-413</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Obstructions to uniformity, and arithmetic patterns in the primes</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://qjpam.henu.edu.cn/home.jsp">Quarterly J. Pure Appl. Math.</a></span><span class="c2">&nbsp;2 (2006), 199-217 [Special issue in&nbsp;honour&nbsp;of John H. Coates, Vol. 1 of 2]</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Stability of energy-critical nonlinear&nbsp;Schr\&quot;odinger&nbsp;equations in high dimensions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~mvisan/">Monica&nbsp;Visan</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://ejde.math.swt.edu/">Electron. J. Diff. Eq.</a></span><span class="c2">&nbsp;Vol. 2005 (2005), No. 118, 1-28.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Sharp well-posedness&nbsp;and ill-posedness&nbsp;results for a quadratic non-linear&nbsp;Schr\&quot;odinger&nbsp;equation</span></p></td><td class="c4"><p class="c0"><span class="c2">Ioan&nbsp;Bejenaru</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/fu.htm">J.&nbsp;Funct. Anal.</a></span><span class="c2">&nbsp;Vol. 233 (2006), 228-259</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the&nbsp;Multilinear&nbsp;Restriction and&nbsp;Kakeya&nbsp;conjectures</span></p></td><td class="c4"><p class="c0"><span class="c2">Jon Bennett</span></p><p class="c0"><span class="c1"><a class="c5" href="https://www.maths.ed.ac.uk/people/details.html?id_staff=258">Tony&nbsp;Carbery</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ml.kva.se/publications/acta/">Acta&nbsp;Math.</a></span><span class="c2">&nbsp; 196 (2006) 261&mdash;302</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The Gaussian primes contain arbitrarily shaped constellations</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ma.huji.ac.il/jdm/">J.&nbsp;d&rsquo;Analyse&nbsp;Mathematique</a></span><span class="c2">&nbsp;99 (2006), 109-176</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The&nbsp;Dantzig&nbsp;selector: statistical estimation when $p$ is much larger than $n$</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Annals of Statistics 35 (2007),&nbsp; 2313-2351</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Maximal&nbsp;multilinear&nbsp;operators</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Ciprian&nbsp;Demeter</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/tran/">Trans. Amer. Math. Soc.</a></span><span class="c2">,&nbsp; 360 (2008),&nbsp; 4989-5042</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Breaking duality in the return times theorem</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Ciprian&nbsp;Demeter</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Michael Lacey</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dukemathjournal.org/">Duke Math. J.</a></span><span class="c2">&nbsp;143 (2008), 281-355</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Velocity averaging, kinetic formulations, and regularizing effects inquasilinear&nbsp;PDE</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.cscamm.umd.edu/people/faculty/tadmor/">Eitan&nbsp;Tadmor</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.wiley.com/WileyCDA/WileyTitle/productCd-CPA.html">CPAM</a></span><span class="c2">&nbsp;61 (2007), 1-34</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The nonlinear&nbsp;Schr\&rdquo;odinger&nbsp;equation with combined power-type nonlinearities</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~mvisan/">Monica&nbsp;Visan</a></span></p><p class="c0"><span class="c2">Xiaoyi&nbsp;Zhang</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.dekker.com/e/p.pl/0360-5302">Comm. PDE</a></span><span class="c2">&nbsp;32 (2007), 1281-1343.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Spacetime&nbsp;bounds for the energy-critical nonlinear wave equation in three spatial dimensions</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://intlpress.com/PDE/">Dynamics of PDE</a></span><span class="c2">&nbsp;3 (2006), 93-110</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Compressions, convex geometry, and the&nbsp;Freiman-Bilu&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.maths.bris.ac.uk/~mabjg">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://qjmath.oxfordjournals.org/">Quarterly J. Math.</a></span><span class="c2">&nbsp;57 (2006), 495-504</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Inverse&nbsp;Littlewood-Offord&nbsp;theorems and the condition number of random discrete matrices</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucsd.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math.</a></span><span class="c2">&nbsp;169 (2009), 595-632</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The dichotomy between structure and randomness, arithmetic progressions, and the primes</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">2006 ICM proceedings, Vol. I., 581--608</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Product set estimates in&nbsp;noncommutative&nbsp;groups</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://link.springer-ny.com/link/service/journals/00493">Combinatorica</a></span><span class="c2">&nbsp;28 (2008), 547-594</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A correspondence principle between (hyper)graph theory and probability theory, and the (hyper)graph removal lemma</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ma.huji.ac.il/jdm/">J.&nbsp;d&rsquo;Analyse&nbsp;Mathematique</a></span><span class="c2">&nbsp;103 (2007), 1--45.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Scattering for the&nbsp;quartic&nbsp;generalised&nbsp;Korteweg-de&nbsp;Vriesequation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622868/description#description">J. Diff. Eq.</a></span><span class="c2">&nbsp;232 (2007), 623&mdash;651</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity for a logarithmically supercritical defocusing nonlinear wave equation for spherically symmetric data</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.worldscinet.com/jhde/jhde.shtml">J. Hyperbolic Diff. Eq.</a></span><span class="c2">&nbsp;4 (2007),&nbsp; 259-266</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Two remarks on the&nbsp;generalised&nbsp;Korteweg-de&nbsp;Vries&nbsp;equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://aimsciences.org/">Discrete Cont.&nbsp;Dynam. Systems</a></span><span class="c2">&nbsp;18 (2007), 1-14</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A&nbsp;pseudoconformal&nbsp;compactification&nbsp;of the nonlinear Schrodinger equation and applications</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">New York J. Math. 15 (2009), 265--282.&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global&nbsp;behaviour&nbsp;of nonlinear dispersive and wave equations</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Current Developments in Mathematics 2006, International Press.&nbsp; 255-340.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Minimal-mass blowup solutions of the mass-critical NLS</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~mvisan/">Monica&nbsp;Visan</a></span></p><p class="c0"><span class="c2">Xiaoyi&nbsp;Zhang</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.degruyter.de/rs/278_3128_DEU_h.htm">Forum&nbsp;Mathematicum</a></span><span class="c2">&nbsp;20 (2008), 881-919</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;and scattering for the mass-critical nonlinear&nbsp;Schr\&rdquo;odinger&nbsp;equation for radial data in high dimensions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~mvisan/">Monica&nbsp;Visan</a></span></p><p class="c0"><span class="c2">Xiaoyi&nbsp;Zhang</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.dukeupress.edu/dmj/">Duke Math J.</a></span><span class="c2">&nbsp;140 (2007), 165-202</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A counterexample to an endpoint bilinear&nbsp;Strichartz&nbsp;inequality</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://ejde.math.swt.edu/">Electron. J. Diff. Eq.</a></span><span class="c2">&nbsp;2006 (2006) 151, 1&mdash;6.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A (concentration-)compact attractor for high-dimensional non-linear&nbsp;Schr\&quot;odinger&nbsp;equations</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://intlpress.com/PDE/">Dynamics of PDE</a></span><span class="c2">&nbsp;4 (2007), 1-53</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A priori bounds and weak solutions for the nonlinear Schrodinger equation in&nbsp;Sobolev&nbsp;spaces of negative order</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.berkeley.edu/~mchrist/">Michael Christ</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;&nbsp;&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/fu.htm">J.&nbsp;Funct. Anal&nbsp;</a></span><span class="c2">&nbsp;254 (2007), 368-395</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The cubic nonlinear Schr&ouml;dinger equation in two dimensions with radial data</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~killip/">Rowan&nbsp;Killip</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~mvisan/">Monica&nbsp;Visan</a></span></p></td><td class="c4"><p class="c0"><span class="c2">J. Eur. Math. Soc. (JEMS) 11 (2009), no. 6, 1203--1258.&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A quantitative version of the&nbsp;Besicovitch&nbsp;projection theorem viamultiscale&nbsp;analysis</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.lms.ac.uk/publications/proceedings/">Proc.&nbsp;Lond. Math. Soc.</a></span><span class="c2">&nbsp;doi:10.112/plms/pdn037</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The primes contain arbitrarily long polynomial progressions</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.actamathematica.org/">Acta&nbsp;Math.</a></span><span class="c2">&nbsp;201 (2008), 213&mdash;305.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">John-type theorems for generalized arithmetic progressions and iterated&nbsp;sumsets</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622779/description">Adv. in Math.</a></span><span class="c2">&nbsp;219 (2008), 428&mdash;449.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A note on the&nbsp;Freiman&nbsp;and&nbsp;Balog-Szemeredi-Gowers&nbsp;theorems in finite fields</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.austms.org.au/Publ/Jamsa/">J. Aust. Math. Soc.</a></span><span class="c2">&nbsp;86 (2009), 61-74.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the condition number of a randomly perturbed matrix</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Proceedings of the thirty-ninth annual ACM symposium on Theory of computing&nbsp; (STOC) 2007, 248-255</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Freiman&#39;s&nbsp;theorem in finite fields via&nbsp;extremal&nbsp;set theory</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Combin. Probab. Comput. 18 (2009), no. 3, 335--355</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Szemer&eacute;di&#39;s&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.scholarpedia.org/article/Main_Page">Scholarpedia</a></span><span class="c2">, p. 15573</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Norm convergence of multiple&nbsp;ergodic&nbsp;averages for commuting transformations</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://journals.cambridge.org/action/displayJournal?jid=ETS">Ergodic&nbsp;Theory and Dynamical Systems</a></span><span class="c2">&nbsp;28 (2008), 657-688</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Structure and randomness in&nbsp;combinatorics</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c2">Proceedings of the 48th annual symposium on Foundations of Computer Science (FOCS) 2007, 3-18</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random Matrices: The circular Law</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.worldscinet.com/ccm/ccm.shtml">Communications in Contemporary Mathematics</a></span><span class="c2">, 10 (2008), 261--307</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The quantitative&nbsp;behaviour&nbsp;of polynomial orbits on&nbsp;nilmanifolds</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c30 c2 c57"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math.</a></span><span class="c2 c57">&nbsp;Volume 175 (2012), Issue 2, 465-540.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c26">The M\&quot;obius function is asymptotically orthogonal to nilsequences</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math.</a></span><span class="c26">, 175 (2012), 541--566</span><span class="c6 c26">&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The distribution of polynomials over finite fields, with applications to the&nbsp;Gowers&nbsp;norms</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Contrib. Discrete Math. 4 (2009), no. 2, 1--36.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the testability and repair of hereditary&nbsp;hypergraph&nbsp;properties</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.math.ucla.edu/~timaustin/">Tim Austin</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www3.interscience.wiley.com/journal/38107/home">Random Structures and Algorithms</a></span><span class="c2">&nbsp;36 (2010), 373-463</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A remark on&nbsp;primality&nbsp;testing and decimal expansions</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c30 c2"><a class="c5" href="http://www.austms.org.au/Journal+of+the+Australian+Mathematical+Society">J. Aust. Math. Soc.</a></span></p><p class="c0"><span class="c2">91 (2011), 405-413</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">On the permanent of random Bernoulli matrices</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622779/description">Adv. Math.</a></span><span class="c2">&nbsp;220 (2009), 657&mdash;669.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Smooth analysis of the condition number and the&nbsp; least singular value</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.ams.org/mcom/">Mathematics of Computation</a></span><span class="c2">, 79 (2010), 2333-2352</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The sum-product phenomenon in arbitrary rings</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c2">Contrib. Discrete Math. 4 (2009), no. 2, 59--82.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">What is good mathematics?</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c2">Mathematical Perspectives,&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/bull/">Bull. Amer. Math. Soc.</a></span><span class="c2">&nbsp;44 (2007), 623-634.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Classification of almost quarter-pinched manifolds</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~petersen/">Peter Petersen</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/proc/">Proc. Amer. Math. Soc.</a></span><span class="c2">&nbsp;137 (2009), 2437&mdash;2440.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The Walsh model for $M_2^*$&nbsp;Carleson</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Ciprian&nbsp;Demeter</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Michael Lacey</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele">Christoph&nbsp;Thiele</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.uam.es/departamentos/ciencias/matematicas/especifica/ibero/index.html">Revista&nbsp;Mat.&nbsp;Iber.</a></span><span class="c2">&nbsp;24 (2008), 721-744</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Why are&nbsp;solitons&nbsp;stable?</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ams.org/bull/">Bull. Amer. Math. Soc.</a></span><span class="c2">&nbsp;46 (2009), 1-33</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A global compact attractor for high-dimensional defocusing non-linear Schr&ouml;dinger equations with potential</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://intlpress.com/PDE/">Dynamics of PDE</a></span><span class="c2">&nbsp;5 (2008), 101&mdash;116.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity of wave maps III.&nbsp; Large energy from $R^{1+2}$ to hyperbolic spaces.</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c29 c2 c35">To be submitted</span><span class="c2">,</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity of wave maps IV. Absence of stationary or self-similar solutions in the energy class.</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c29 c2 c35">To be submitted</span><span class="c2">,</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global existence and uniqueness results for weak solutions of the focusing mass-critical non-linear Schr&ouml;dinger equation</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c2">&nbsp;Anal. PDE 2 (2009), no. 1, 61--81.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The&nbsp;Kakeya&nbsp;set and maximal conjectures for algebraic varieties over finite fields</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.wisc.edu/~ellenber/">Jordan&nbsp;Ellenberg</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/people/pages/oberlin.shtml">Richard Oberlin</a></span></p></td><td class="c4"><p class="c0 c33"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/people/pages/oberlin.shtml"></a></span></p><p class="c0"><span class="c20 c34 c2"><a class="c5" href="https://www.ucl.ac.uk/Mathematics/Mathematika/">Mathematika</a></span><span class="c20 c2">&nbsp;56 (2010) 1-25</span></p><p class="c0 c33"><span class="c20 c2"></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The high exponent limit $p \to \infty$ for the one-dimensional nonlinear wave equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Anal. PDE 2 (2009), no. 2, 235--259.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Reflections on compressed sensing</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.itsoc.org/publications/newsletters.html">IEEE Information Theory Society Newsletter</a></span><span class="c2">, Dec 2008 58 (4), 20-23</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The power of matrix completion: near-optimal convex relaxation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/">Emmanuel&nbsp;Candes</a></span></p></td><td class="c4"><p class="c0 c33"><span class="c1"><a class="c5" href="http://www.acm.caltech.edu/~emmanuel/"></a></span></p><p class="c0"><span class="c1 c20"><a class="c5" href="http://pareja.itsoc.org/initial_submission/">IEEE Inf. Theory</a></span><span class="c20 c2">&nbsp;56 (2009), 2053-2080</span></p><p class="c0 c33"><span class="c20 c2"></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: Universality of ESDs and the circular law</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Annals of Probability 38 (2010), no. 5, 2023--2065.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">From the&nbsp;Littlewood-Offord&nbsp;problem to the circular law: universality of the spectral distribution of random matrices</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Bull. Amer. Math. Soc. (N.S.) 46 (2009), no. 3, 377--396.&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The inverse conjecture for the&nbsp;Gowers&nbsp;norm over finite fields via the correspondence principle</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">Analysis &amp; PDE</a></span><span class="c2">&nbsp;3 (2010), 1-20</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An inverse theorem for the uniformity&nbsp;seminorms&nbsp;associated with the action of $F^\omega$</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ohio-state.edu/~vitaly/">Vitaly&nbsp;Bergelson</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Geom. Funct. Anal. 19 (2010), no. 6, 1539--1596.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A sharp inverse&nbsp;Littlewood-Offord&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www3.interscience.wiley.com/journal/38107/home">Random Structures and Algorithms</a></span></p><p class="c0"><span class="c26"><a class="c5" href="http://www3.interscience.wiley.com/journal/38107/home">37 (2010), 525-539</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: the distribution of smallest singular values</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Geom. Funct. Anal. 19 (2010), no. 6, 1539--1596.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A variation norm&nbsp;Carleson&nbsp;theorem</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/people/pages/oberlin.shtml">Richard Oberlin</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.wisc.edu/~seeger/">Andreas Seeger</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~thiele/">Christoph&nbsp;Thiele</a></span></p><p class="c0"><span class="c1"><a class="c5" href="https://www.maths.ed.ac.uk/people/show/person/11">Jim Wright</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.ems-ph.org/journals/journal.php?jrn=jems">J.&nbsp;Europ. Math. Soc.</a></span><span class="c2"><a class="c5" href="http://www.ems-ph.org/journals/journal.php?jrn=jems">&nbsp;14 (2012), 421-464.</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: universality of local&nbsp;eigenvalue&nbsp;statistics</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.actamathematica.org/">Acta Math</a></span><span class="c2">&nbsp;206 (2011), 127-204</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An equivalence between inverse&nbsp;sumset&nbsp;theorems and inverse conjectures for the U^3 norm</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://journals.cambridge.org/action/displayJournal?jid=PSP">Math. Proc. Camb. Phil. Soc.</a></span><span class="c2">&nbsp;&nbsp;149 (2010), 1-19</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Freiman&rsquo;s&nbsp;theorem for solvable groups</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://cdm.math.ca/index.php/cdm">Contributions to Discrete Mathematics</a></span><span class="c54 c2">&nbsp;</span><span class="c32 c2"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=286862">5&nbsp;(2010),&nbsp;no. 2,</a></span><span class="c54 c2">&nbsp;</span><span class="c2">137&ndash;184,</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Sumset&nbsp;and inverse&nbsp;sumset&nbsp;theorems for Shannon entropy</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://journals.cambridge.org/action/displayMoreInfo?jid=CPC&amp;type=ifc">Combinatorics, Probability, and Computing</a></span><span class="c2">&nbsp;19 (2010), 603-639</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Bulk universality for Wigner&nbsp;hermitian&nbsp;matrices with&nbsp;subexponential&nbsp;decay</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.mathematik.uni-muenchen.de/~lerdos/">L&aacute;szl&oacute;&nbsp;Erd&#337;s</a></span></p><p class="c0"><span class="c2">Jos&eacute;&nbsp;Ram&iacute;rez</span></p><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bds32/">Benjamin&nbsp;Schlein</a></span></p><p class="c0"><span class="c1"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bds32/">Van Vu</a></span></p><p class="c0"><span class="c1"><a class="c5" href="https://as.nyu.edu/object/horngtzeryau.html">Horng-Tzer&nbsp;Yau</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://math.ucsd.edu/~mrl/">Math. Res. Lett.</a></span><span class="c2">&nbsp;17 (2010), 793-794&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: universality of local&nbsp;eigenvalue&nbsp;statistics up to the edge</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.springerlink.com/content/100467/">Communications in Mathematical Physics</a></span><span class="c2">, 298 (2010), 549-572&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A remark on partial sums involving the&nbsp;Mobius&nbsp;function</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.austms.org.au/Bulletin">Bull. Aust. Math. Soc.</a></span><span class="c2">&nbsp;81 (2010), 343-349</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Transfer of energy to high frequencies in the cubic defocusing nonlinear Schrodinger equation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://math.berkeley.edu/~colliand/">Jim&nbsp;Colliander</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.math.umn.edu/~keel/">Mark Keel</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.brown.edu/faculty/staffilani.html">Gigliola&nbsp;Staffilani</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">Hideo Takaoka&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.springer.com/math/journal/222">Inventiones Math</a></span><span class="c2">.181 (2010), 39-113</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The high exponent limit p \to \infty&nbsp;for the one-dimensional nonlinear wave equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c2">Anal. PDE 2 (2009), no. 2, 235--259.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global regularity for a logarithmically supercritical&nbsp;hyperdissipative&nbsp;Navier-Stokes equation</span></p></td><td class="c4"><p class="c0"><span>&nbsp;</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">Analysis &amp; PDE</a></span><span class="c2">&nbsp;2 (2009), 361-366</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Operator splitting for the&nbsp;KdV&nbsp;equation</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ntnu.no/~holden/">Helge&nbsp;Holden</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.uio.no/~kennethk/">Kenneth&nbsp;Karlsen</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://folk.uio.no/nilshr/">Nils&nbsp;Risebro</a></span></p></td><td class="c4"><p class="c0"><span class="c54 c32"><a class="c5" href="http://www.ams.org/mcom/">Math. Comp.</a></span><span>&nbsp;</span><span class="c2">80&nbsp;(2011)&nbsp;821-846.&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Global well-posedness&nbsp;for the Maxwell-Klein-Gordon equation below the energy norm</span></p></td><td class="c4"><p class="c0"><span class="c23 c2"><a class="c5" href="http://www.math.umn.edu/~keel/">Mark Keel</a></span></p><p class="c0"><span class="c1"><a class="c5" href="http://www.math.ucla.edu/~triroy/">Tristan Roy</a></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://aimsciences.org/">Discrete Cont. Dynam. Systems</a></span><span class="c2"><a class="c5" href="http://aimsciences.org/">&nbsp;30 (2011), 573-621</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random Martingales and localization of maximal inequalities</span></p></td><td class="c4"><p class="c0"><span class="c2">Assaf Naor</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.apnet.com/www/journal/fu.htm">J. Funct. Anal.</a></span><span class="c2">&nbsp;259 (2010), 731-779</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Scale-oblivious metric fragmentation and the nonlinear Dvoretzky theorem</span></p></td><td class="c4"><p class="c0"><span class="c2">Assaf Naor</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.ma.huji.ac.il/~ijmath/">Israel J. Math.</a></span><span class="c2 c62"><a class="c5" href="http://www.ma.huji.ac.il/~ijmath/">&nbsp;</a></span><span class="c2"><a class="c5" href="http://www.ma.huji.ac.il/~ijmath/">192 (2012), 489-504</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A new proof of the density Hales-Jewett theorem</span></p></td><td class="c4"><p class="c0"><span class="c2">D.H.J. Polymath</span></p></td><td class="c4"><p class="c0"><span class="c2">An Irregular Mind: Szemeredi is 70, Bolyai Society Mathematical Studies, 689-754</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A finitary version of Gromov&#39;s polynomial growth theorem</span></p></td><td class="c4"><p class="c0"><span class="c2">Yehuda Shalom</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA</a></span><span class="c2 c54">&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=287763">20&nbsp;</a></span><span class="c32 c2"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=287763">(2010),&nbsp;no. 6,</a></span><span class="c2">&nbsp;1502&ndash;1547.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An inverse theorem for the Gowers U^4 norm</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0"><span class="c6"><a class="c5" href="http://journals.cambridge.org/action/displayJournal?jid=GMJ">Glasgow Mathematical Journal</a></span><span>&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=288702">53</a></span><span class="c2 c32"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=288702">(2011),&nbsp;no. 1,</a></span><span class="c2">&nbsp;1&ndash;50</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random covariance matrices: Universality of local statistics of &nbsp;eigenvalues</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Annals of Probability 40 (2012), 1283--1315.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Nonconventional ergodic averages and multiple recurrence for von Neumann dynamical systems</span></p></td><td class="c4"><p class="c0"><span class="c2 c36"><a class="c5" href="http://www.math.ucla.edu/~timaustin/">Tim Austin</a></span></p><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.fa.uni-tuebingen.de/members/talo">Tanja Eisner</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://pjm.berkeley.edu/pjm/about/journal/cover.html">Pacific Journal of Mathematics</a></span><span class="c2">&nbsp;250-1 (2011), 1--60. DOI 10.2140/pjm.2011.250.1</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Linear approximate groups</span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.psu.edu/era/">Electronic research announcements</a></span><span class="c2">&nbsp;17 (2010), 57-67</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An arithmetic regularity lemma, an associated counting lemma, and applications</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c2">An Irregular Mind: Szemeredi is 70, Bolyai Society Mathematical Studies, 261-334&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Yet another proof of Szemeredi&#39;s theorem</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c2">An Irregular Mind: Szemeredi is 70, Bolyai Society Mathematical Studies, 335-342</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The Littlewood-Offord problem in high dimensions and a conjecture of Frankl and F\&quot;uredi</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://link.springer-ny.com/link/service/journals/00493">Combinatorica</a></span><span class="c26">, 32 (2012), 363-372</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Suzuki groups as expanders</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c2"><a class="c5" href="https://www.math.tamu.edu/journals/ggd/">Groups, Geometry, and Dynamics</a></span><span class="c2">&nbsp;</span></p><p class="c0"><span class="c2">5 (2011), no. 2, 281&ndash;-299.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Approximate subgroups of linear groups</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">GAFA </a></span><span class="c26"><a class="c5" href="http://link.springer.de/link/service/journals/00039/index.htm">&nbsp;21 (2011), 774-819</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Strongly dense free subgroups of semisimple algebraic groups</span></p></td><td class="c4"><p class="c0"><span class="c36 c26"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c26"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p><p class="c0"><span class="c6 c26"><a class="c5" href="https://www-rcf.usc.edu/~guralnic/">Bob Guralnick</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c6 c26"><a class="c5" href="http://www.ma.huji.ac.il/~ijmath/">Israel J. Math.</a></span><span class="c26"><a class="c5" href="http://www.ma.huji.ac.il/~ijmath/">&nbsp;192 (2012), 347-379</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Expansion in simple groups of Lie type</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c29 c35 c26">Submitted,</span><span class="c26">&nbsp;</span><span class="c26 c30"><a class="c5" href="http://www.ems-ph.org/journals/journal.php?jrn=JEMS">J. Europ. Math. Soc.</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An inverse theorem for the Gowers U^k norm</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p><p class="c0"><span class="c6 c2"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.math.princeton.edu/~annals/">Annals of Math. </a></span><span class="c26"><a class="c5" href="http://www.ams.org/mathscinet/search/publications.html?pg1=ISSI&amp;s1=304853">176 (2012), no. 2,</a></span><span class="c26">&nbsp;1231&ndash;1372</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: Localization of the eigenvalues and the necessity of four moments</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.math.ac.vn/publications/acta/">Acta Mathematica Vietnamica</a></span><span class="c26">&nbsp;36 (2011), 431--449</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Deterministic methods to find primes</span></p></td><td class="c4"><p class="c0"><span class="c2">Ernie Croot</span></p><p class="c0"><span class="c2">Harald Helfgott</span></p></td><td class="c4"><p class="c0"><span class="c30 c26"><a class="c5" href="http://www.ams.org/publications/journals/journalsframework/mcom">Mathematics of Computation</a></span><span class="c26">&nbsp;81 (2012), 1233-1246</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Large values of the Gowers-Host-Kra seminorms</span></p></td><td class="c4"><p class="c0"><span class="c2">Tanja Eisner</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.ma.huji.ac.il/jdm/">J. d&rsquo;Analyse Mathematique </a></span><span class="c26"><a class="c5" href="http://www.ma.huji.ac.il/jdm/">117 (2012), 133-186</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Outliers in the spectrum of iid matrices with bounded rank permutations</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.math.ens.fr/ptrf/">Probability theory and related fields</a></span></p><p class="c0"><span class="c26">155 (2013), 231-263</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The inverse conjecture for the Gowers norm over finite fields in low characteristic</span></p></td><td class="c4"><p class="c0"><span class="c2">Tamar Ziegler</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.springer.com/birkhauser/mathematics/journal/26">Annals of Combinatorics </a></span><span class="c26"><a class="c5" href="http://www.springer.com/birkhauser/mathematics/journal/26">16 (2012), 121-188</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">A note on approximate subgroups of GL_n(C) and uniformly nonamenable groups</span></p></td><td class="c4"><p class="c0"><span class="c36 c2"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0"><span class="c36 c2"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0"><span class="c2">Submitted,&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">The Wigner-Dyson-Mehta bulk universality conjecture for Wigner matrices</span></p></td><td class="c4"><p class="c0"><span class="c2">Van Vu</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.math.washington.edu/~ejpecp/">Electronic Journal of Probability</a></span><span class="c26">&nbsp;16 (2011), 2104-2121</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Random matrices: Universal properties of Eigenvectors</span></p></td><td class="c4"><p class="c0"><span class="c2">Van Vu</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.worldscinet.com/rmta/">Random matrices: Theory and Applications</a></span><span class="c26"><a class="c5" href="http://www.worldscinet.com/rmta/">&nbsp;1 (2012), 1150001</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">An incidence theorem in higher dimensions</span></p></td><td class="c4"><p class="c0"><span class="c2">Jozsef Solymosi</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.springer.com/mathematics/numbers/journal/454">Disc. Comp. Geom.</a></span><span class="c26"><a class="c5" href="http://www.springer.com/mathematics/numbers/journal/454">&nbsp;48 (2012), 255-280</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Noncommutative sets of small doubling</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622824/description">European Journal of Combinatorics </a></span><span class="c26"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622824/description">34 (2013), 1459-1465</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Counting the number of solutions to the Erd&ouml;s-Straus equation on unit fractions</span></p></td><td class="c4"><p class="c0"><span class="c2">Christian Elsholtz</span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.austms.org.au/Journal+of+the+Australian+Mathematical+Society">J. Aust. Math. Soc.</a></span><span class="c26"><a class="c5" href="http://www.austms.org.au/Journal+of+the+Australian+Mathematical+Society">&nbsp;94 (2013), 50-105</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Asymptotic decay for a one-dimensional nonlinear wave equation</span></p></td><td class="c4"><p class="c0"><span class="c2">Hans Lindblad</span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">Analysis &amp; PDE </a></span><span class="c40 c57 c61"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">5-2 (2012), 411--422</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Effective limiting absorption principles, and applications</span></p></td><td class="c4"><p class="c0"><span class="c2">Igor Rodnianski</span></p></td><td class="c4"><p class="c0"><span class="c29 c2 c39">Submitted</span><span class="c2">,&nbsp;</span><span class="c1"><a class="c5" href="http://link.springer.de/link/service/journals/00220/index.htm">Comm. Math. Phys</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0"><span class="c2">Localisation and compactness properties of the Navier-Stokes global regularity problem</span></p></td><td class="c4"><p><span class="c2"></span></p></td><td class="c4"><p class="c0"><span class="c1"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">Analysis &amp; PDE</a></span><span class="c2"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html">&nbsp;6 (2013), 25-107</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c2"><a class="c5" href="http://terrytao.wordpress.com/2011/08/04/localisation-and-compactness-properties-of-the-navier-stokes-global-regularity-problem/">Concentration compactness for critical wave maps, by Joachim Krieger and Wilhelm Schlag.</a></span></p></td><td class="c4"><p class="c0 c12 c33 c52"><span class="c20 c27 c2 c13"><a class="c5" href="http://pjm.math.berkeley.edu/apde/about/cover/cover.html"></a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c30 c2"><a class="c5" href="http://www.ams.org/publications/journals/journalsframework/bull">Bull. Amer. Math. Soc.</a></span><span class="c49">&nbsp;50 (2013), 655-662</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">The structure of approximate groups</span></p></td><td class="c4"><p class="c0 c22"><span class="c36 c26"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0 c22"><span class="c36 c26"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c26">,&nbsp;</span><span class="c6 c26"><a class="c5" href="http://www.ihes.fr/jsp/site/Portal.jsp?page_id=29">Pub. IHES</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">A central limit theorem for the determinant of a Wigner matrix</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c36 c26"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c6 c26"><a class="c5" href="http://www.journals.elsevier.com/advances-in-mathematics/">Adv. Math.</a></span><span class="c26">&nbsp;231 (2012), 74-101</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Random matrices: The Four Moment Theorem for Wigner matrices</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c36 c26"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0"><span class="c29 c35 c26">Submitted, </span><span class="c26">MSRI Book series</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">A nilpotent Freiman dimension lemma</span></p></td><td class="c4"><p class="c0 c22"><span class="c6 c26"><a class="c5" href="http://www.math.u-psud.fr/~breuilla/indexgb.html">Emmanuel Breuillard</a></span></p><p class="c0 c22"><span class="c6 c26"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c6 c26"><a class="c5" href="http://www.elsevier.com/wps/find/journaldescription.cws_home/622824/description">European Journal of Combinatorics</a></span><span class="c26">&nbsp;34 (2013), 1287-1292</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Random matrices: Sharp concentration of eigenvalues</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c6 c26"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c35 c26">, </span><span class="c29 c26 c35">&nbsp;</span><span class="c6 c26"><a class="c5" href="http://www.worldscinet.com/rmta/">Random matrices: Theory and Applications</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Every odd number greater than 1 is the sum of at most five primes</span></p></td><td class="c4"><p class="c0 c12 c3 c22 c33"><span class="c19 c6 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c26">,&nbsp;</span><span class="c6 c26"><a class="c5" href="http://www.ams.org/publications/journals/journalsframework/mcom">Mathematics of Computation</a></span><span class="c26">&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Random matrices: &nbsp;The Universality phenomenon for Wigner ensembles</span></p></td><td class="c4"><p class="c0 c12 c3 c22 c33"><span class="c19 c6 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c35 c26">, </span><span class="c30 c26"><a class="c5" href="http://www.springer.com/mathematics/probability/journal/440">Probability Theory and Related Fields</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">E pluribus unum: from complexity, universality</span></p></td><td class="c4"><p class="c0 c12 c3 c22 c33"><span class="c19 c6 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c26 c40">Daedalus 141 (3) (Summer 2012)</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c40 c26">New bounds for Szemeredi&#39;s theorem, Ia: Progressions of length 4 in finite field geometries revisited</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c36 c26"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c29 c26">Submitted, </span><span class="c26">Proc. Lond. Math. Soc.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Random matrices: Universality of local spectral statistics of non-Hermitian matrices</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c6 c26"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c29 c26">, </span><span class="c26">Annals of Prob.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">On sets defining few ordinary lines</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c36 c26"><a class="c5" href="https://www.dpmms.cam.ac.uk/~bjg23/">Ben Green</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear,</span><span class="c29 c26">&nbsp;</span><span class="c6 c26"><a class="c5" href="http://www.springer.com/mathematics/numbers/journal/454">Disc. Comp. Geom.</a></span><span class="c29 c26">&nbsp;</span><span class="c26">50 (2013), 409-468</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Expanding polynomials over finite fields of large characteristic, and a regularity lemma for definable sets</span></p></td><td class="c4"><p class="c0 c12 c3 c22 c33"><span class="c19 c36 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c29 c26">Submitted, </span><span class="c6 c26"><a class="c5" href="http://www.springer.com/mathematics/numbers/journal/454">Disc. Comp. Geom.</a></span><span class="c29 c26">&nbsp;</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Multiple recurrence in quasirandom groups</span></p></td><td class="c4"><p class="c0 c12 c3 c22"><span class="c6 c26"><a class="c5" href="http://www.math.ohio-state.edu/~vitaly/">Vitaly Bergelson</a></span></p></td><td class="c4"><p class="c0 c3 c12"><span class="c28 c26">To appear</span><span class="c29 c35 c26">,</span><span class="c29 c26">&nbsp;</span><span class="c30 c26"><a class="c5" href="http://www.springer.com/birkhauser/mathematics/journal/39">Geom. Func. Anal.</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Mixing for progressions in nonabelian groups</span></p></td><td class="c4"><p class="c0 c12 c3 c22 c33"><span class="c19 c6 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c26 c28">To appear</span><span class="c29 c35 c26">,</span><span class="c29 c26">&nbsp;</span><span class="c30 c26"><a class="c5" href="http://journals.cambridge.org/action/displayJournal?jid=FMS">Forum of Mathematics, Sigma</a></span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Multiple recurrence and convergence results associated to $\F_{p}^{\omega}$-actions</span></p></td><td class="c4"><p class="c0 c50"><span class="c6 c26"><a class="c5" href="http://www.math.ohio-state.edu/~vitaly/">Vitaly Bergelson</a></span></p><p class="c0 c53"><span class="c6 c26"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c28 c26">To appear</span><span class="c29 c35 c26">,</span><span class="c29 c26">&nbsp;</span><span class="c26">J. d&rsquo;Analyse Mathematique</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">A multi-dimensional Szemer\&#39;edi theorem for the primes via a correspondence principle</span></p></td><td class="c4"><p class="c0 c50 c12 c3"><span class="c6 c26"><a class="c5" href="http://www.math.ias.edu/~tamar/">Tamar Ziegler</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c29 c26">Submitted, </span><span class="c26">Israel J. Math.</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Local universality of zeroes of random polynomials</span></p></td><td class="c4"><p class="c0 c50 c12 c3"><span class="c6 c26"><a class="c5" href="http://www.math.rutgers.edu/~vanvu/">Van Vu</a></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c29 c26">Submitted, </span><span class="c26">IMRN</span></p></td></tr><tr class="c11"><td class="c4"><p class="c0 c12 c3"><span class="c26">Algebraic combinatorial geometry: the polynomial method in arithmetic combinatorics, incidence combinatorics, and number theory</span></p></td><td class="c4"><p class="c0 c50 c12 c3 c33"><span class="c19 c6 c13"></span></p></td><td class="c4"><p class="c0 c12 c3"><span class="c29 c26">Submitted, </span><span class="c30 c26"><a class="c5" href="http://www.ems-ph.org/journals/journal.php?jrn=emss">EMS surveys in the mathematical sciences</a></span></p></td></tr></tbody></table><h3 class="c16"><span class="c17 c23"><a class="c5" href="http://terrytao.wordpress.com/books/">Books published</a></span></h3><ul class="c46 lst-kix_list_3-0 start"><li class="c0 c21"><span class="c2">&quot;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/solving-mathematical-problems-a-personal-perspective/">Solving Mathematical Problems: A Personal Perspective</a></span><span class="c2">&quot;,&nbsp;Deakin&nbsp;University Press, 1992.&nbsp;&nbsp;</span><span class="c23 c2"><a class="c5" href="http://terrytao.wordpress.com/books/solving-mathematical-problems/">Reprinted</a></span><span class="c2">, Oxford University Press, 2006.</span></li><li class="c0 c21"><span class="c2">&ldquo;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/analysis-i/">Analysis Vol. I</a></span><span class="c2">&rdquo;, &ldquo;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/analysis-ii/">Analysis Vol. II</a></span><span class="c2">&rdquo;.&nbsp;&nbsp;</span><span class="c1"><a class="c5" href="http://www.hindbook.com/home.asp">Hindustan Book Agency</a></span><span class="c2">, 2006.</span></li><li class="c0 c21"><span class="c2">&ldquo;</span><span class="c23 c2"><a class="c5" href="http://terrytao.wordpress.com/books/additive-combinatorics/">Additive&nbsp;Combinatorics</a></span><span class="c29 c2">&rdquo;</span><span class="c2">, with&nbsp;</span><span class="c1"><a class="c5" href="http://www.math.ucsd.edu/~vanvu/">Van Vu</a></span><span class="c2">,&nbsp;</span><span class="c1"><a class="c5" href="http://www.cambridge.org/uk/">Cambridge University Press</a></span><span class="c2">, 2006.</span></li><li class="c0 c21"><span class="c2">&ldquo;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/nonlinear-dispersive-equations-local-and-global-analysis/">Nonlinear dispersive equations: local and global analysis</a></span><span class="c2">&rdquo;,&nbsp;</span><span class="c1"><a class="c5" href="http://www.ams.org/cgi-bin/bookstore/bookpromo/cbmsseries">CBMS regional conference series in mathematics</a></span><span class="c2">, 2006</span></li><li class="c0 c21"><span class="c2">&ldquo;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/whats-new-2007/">Structure and Randomness: pages from year one of a mathematical blog</a></span><span class="c2">&rdquo;, American Mathematical Society, 2008.</span></li><li class="c0 c21"><span class="c2">&ldquo;</span><span class="c1"><a class="c5" href="http://terrytao.wordpress.com/books/poincares-legacies-course-notes-expository-articles-and-lecture-series-from-a-mathematical-blog/">Poincare&rsquo;s legacies: pages from year two of a mathematical blog</a></span><span class="c2">&rdquo;, Vols. I and II, American Mathematical Society, 2009</span></li><li class="c0 c21"><span class="c2">&quot;</span><span class="c6 c2"><a class="c5" href="http://terrytao.wordpress.com/books/an-epsilon-of-room-pages-from-year-three-of-a-mathematical-blog/">An epsilon of room</a></span><span class="c2">&quot;, Vol I., Graduate Studies in Mathematics, 117, American Mathematical Society, 2010</span></li><li class="c0 c21"><span class="c2">&quot;</span><span class="c6 c2"><a class="c5" href="http://terrytao.wordpress.com/books/an-epsilon-of-room-pages-from-year-three-of-a-mathematical-blog/">An epsilon of room</a></span><span class="c2">&quot;, Vol II., American Mathematical Society, 2010.&nbsp;</span></li><li class="c0 c21"><span class="c37 c2"><a class="c5" href="http://terrytao.wordpress.com/books/an-introduction-to-measure-theory/">An introduction to measure theory</a></span><span class="c2">, Graduate Studies in Mathematics, 126, American Mathematical Society, 2011.</span></li><li class="c0 c21"><span class="c37 c2"><a class="c5" href="http://terrytao.wordpress.com/books/topics-in-random-matrix-theory/">Topics in random matrix theory</a></span><span class="c2">, in preparation.</span></li><li class="c0 c21"><span class="c37 c2"><a class="c5" href="http://terrytao.wordpress.com/books/higher-order-fourier-analysis/">Higher order Fourier analysis</a></span><span class="c2">, in preparation.</span></li><li class="c0 c21"><span class="c37"><a class="c5" href="http://terrytao.wordpress.com/books/compactness-and-contradiction/">Compactness and contradiction</a></span><span>, in preparation.</span></li></ul><p class="c0 c44"><span class="c29 c2">Patents</span></p><ul class="c46 lst-kix_list_4-0 start"><li class="c0 c21"><span class="c2">E.&nbsp;Candes, T. Tao, &quot;</span><span class="c30 c2"><a class="c5" href="http://patft1.uspto.gov/netacgi/nph-Parser?Sect1=PTO1&amp;Sect2=HITOFF&amp;d=PALL&amp;p=1&amp;u=%2Fnetahtml%2FPTO%2Fsrchnum.htm&amp;r=1&amp;f=G&amp;l=50&amp;s1=7890842.PN.&amp;OS=PN/7890842&amp;RS=PN/7890842">A computer-implemented method for correcting transmission errors using linear programming</a></span><span class="c2">&quot;, US Patent 7,890,942 B2, issued Feb 15 2011.</span></li></ul></body></html>

              
            
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