41. The Mathematics Genealogy Project - Update Data For Pierre Deligne If you have Mathematics Subject Classifications to submit for an entire group of individuals (for instance all those that worked under a particular advisor) http://www.genealogy.math.ndsu.nodak.edu/html/php/submit-update.php?id=61289

42. Fields Medal Prize Winners 1978 pierre René deligne. born October 3, 1944, Brussels, Belgium Institut des Hautes Études Scientifiques. Gave solution of the three Weil conjectures http://www.icm2002.org.cn/general/prize/medal/1978.htm

43. MathForge.netPower Tools For Online Mathematics The 1978 recipient of the Fields Medal, pierre deligne has recently been rewardedpdf, 2pp the Balzan Prize by the International Balzan Foundation. http://mathforge.net/index.jsp?page=seeReplies&messageNum=780

44. Jean-Pierre Serre Awarded The First Abel Prize || Kuro5hin.org o, pierre deligne, 1%. o, other, see comment below, 5% Jeanpierre Serre awarded the first Abel Prize 43 comments (24 topical, 19 editorial, 0 hidden) http://www.kuro5hin.org/story/2003/4/7/123915/1838

create account help/FAQ contact links ... MLP We need your support: buy an ad premium membership k5 store Jean-Pierre Serre awarded the first Abel Prize ... Science By flo Tue Apr 8th, 2003 at 03:14:48 AM EST The Norwegian Academy of Science and Letters has awarded the first ever Abel Prize to Jean-Pierre Serre of the Collège de France, Paris, "for playing a key role in shaping the modern form of many parts of mathematics, including topology, algebraic geometry and number theory." The prize is named after the brilliant Norwegian mathematician Niels Henrik Abel (1802-1829). A memorial fund was established in his name in 2002, and one of its purposes is to award a prize for outstanding work in the field of mathematics. The prize is worth NOK 6 million (about USD 800,000). A Nobel Prize for Mathematics? As is well known, the Nobel Prizes are awarded annually in the fields of Physics, Chemistry, Medicine and Physiology, Literature, and Peace. (Since 1968, the "Bank of Sweden Prize in Economic Sciences in Memory of Alfred Nobel" is also awarded, but this should not be confused with a real Nobel Prize). But there is no Nobel Prize in Mathematics. The predominant theory for this omission is that Alfred Nobel did not want the Swedish mathematician

45. Author Title Edition Printing Date Publisher Abelson, Harold And deligne, pierre et. al., editors, Quantum Fields and Strings A Course For Mathematicians Vol. 1, American Mathematical Society. deligne, pierre et. al., http://scidiv.bcc.ctc.edu/LS/books.html

Author Title Edition Printing Date Publisher Abelson, Harold and Sussman, Gerald and Sussman, Julie Structure and Interpretation of Computer Programs 2nd Edition MIT Press Ablamovicz, Rafal and Sobczyk, Garret Lectures on Clifford Algebras Birkhauser Abraham, Ralph and Marsden, Jerrold Foundations of Mechanics 2nd edition Addison-Wesley Abrikosov A. A. and Gorkov, L. P. and Dzyaloshinski, I. E. Methods of Quantum Field Theory in Statistical Physics revised edition Dover Adams, J. F. Infinite Loop Spaces Princeton University Press Adams, Malcolm and Guillemin, Victor Measure Theory and Probability Birkhauser Ahlfors, Lars V. Complex Analysis 2nd edition McGraw-Hill Akhiezer, N. I. and Glazman, I. M. Theory of Linear Operators in Hilbert Space, Volumes I and II Dover Akivis, M. A. and Goldberg, V. V. Rev. English Dover Albert, David Z. Quantum Mechanics and Experience Harvard University Press Almgren, Frederick J. Jr. Revised American Mathematical Society Ames, James and Murnaghan, Francis Theoretical Mechanics Dover Amrein, W. and Jauch, J. and Sinha, K. Scattering Theory in Quantum Mechanics W. A. Benjamin, Inc.

46. Deligne, P. And Mostow, G.D.: Commensurabilities Among Lattices In PU (1,n). (AM Commensurabilities among Lattices in PU (1,n). (AM132). pierre deligne and G. Daniel Mostow. Paper 1993 $60.00 / £38.95 ISBN 0-691-00096-4 http://www.pupress.princeton.edu/titles/5383.html

SEARCH: Keywords Author Title More Options Power Search Search Hints E-MAIL NOTICES NEW IN PRINT E-BOOKS ... HOME PAGE Commensurabilities among Lattices in PU (1,n). (AM-132) Pierre Deligne and G. Daniel Mostow Shopping Cart The first part of this monograph is devoted to a characterization of hypergeometric-like functions, that is, twists of hypergeometric functions in n -variables. These are treated as an ( n +1) dimensional vector space of multivalued locally holomorphic functions defined on the space of n +3 tuples of distinct points on the projective line P modulo, the diagonal section of Auto P m . For n =1, the characterization may be regarded as a generalization of Riemann's classical theorem characterizing hypergeometric functions by their exponents at three singular points. This characterization permits the authors to compare monodromy groups corresponding to different parameters and to prove commensurability modulo inner automorphisms of PU n The book includes an investigation of elliptic and parabolic monodromy groups, as well as hyperbolic monodromy groups. The former play a role in the proof that a surprising number of lattices in PU (1,2) constructed as the fundamental groups of compact complex surfaces with constant holomorphic curvature are in fact conjugate to projective monodromy groups of hypergeometric functions. The characterization of hypergeometric-like functions by their exponents at the divisors "at infinity" permits one to prove generalizations in

47. Pierre Deligne - Les Membres De L'Académie Des Sciences http://www.academie-sciences.fr/Membres/D/Deligne_Pierre.htm

Pierre Deligne Section : Institute for Advanced Study School of Mathematics Princeton, NJ 08540 Fax : (00-1)+ 609 924 8399 deligne math.ias.edu Site Internet : www.math.ias.edu/~phares/deligne/Deligne.html Accueil Membres Publications ... Plan du site

48. Pierre Laval: Definition And Much More From Answers.com Laval , pierre 1883–1945. French politician who twice served as prime minister Maurice deligne Minister of Public Works; Camille Blaisot - Minister of http://www.answers.com/topic/pierre-laval

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Dictionary Encyclopedia Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Pierre Laval Dictionary Laval Pierre French politician who twice served as prime minister (1931–1932 and 1935–1936) and became head of the Vichy government (1942) after the surrender of France. He was executed for treason for his collaboration with the Nazis. Encyclopedia Laval, Pierre pyĕr l¤v¤l ) , 1883–1945, French politician. Elected (1914) to the chamber of deputies as a Socialist, he held various cabinet posts and in 1926 became a senator as an Independent, moving away from his leftist affiliations. In 1931–32 and 1935–36 he was premier and foreign minister. With Sir Samuel Hoare (later Viscount Templewood ), he proposed (Dec., 1935) a settlement to halt the Italian conquest of Ethiopia; the plan was seen as appeasement of Benito Mussolini , and his government collapsed. After the start of World War II and the fall of France in 1940, Laval reached new prominence. In the Vichy government under Marshal P©tain he became vice premier and foreign minister, but in Dec., 1940, he was dismissed and replaced by Admiral

49. UCLA Distinguished Lecturers pierre deligne Institute for Advanced Study Princeton University pierre deligne is one of the greatest mathematicians of the twentieth century. http://www.math.ucla.edu/dls/2004/deligne.html

Gill Foundation Distinguished Lecture Series (DLS) DLS Home Previous DLS Speakers People News ... UCLA Mathematics Scheduled Lectures 2003-2004 Pierre Deligne Institute for Advanced Study Princeton University Visit: May 6, 11, 13, 25, 27, June 1, 3, 8, 2004 Multizeta Values Thurs. May 6, 1-2 PM, IPAM 1200 Abstract: After Euler proved that is a rational multiple of for even, he wondered, as we still do, about the case of odd. He introduced instances of what are now called multizeta values , such as , and proved that . Later, multizeta values occured in the work of Drinfeld ("associators"). They are now best understood as periods of the fundamental group of minus points. Together with the theory of mixed Tate motives, this interpretation gives good upper bounds for how many of them are linearly independant over , and an understanding of the structure of the relations.

50. Math 296, S04: Deligne & Serre Math 296, Spring 04 Formes Modulaires de Poids 1 pierre deligne and Jeanpierre Serre. The Plan We re going to make our way through this paper as a group, http://www.math.ucla.edu/~citro/s04_296.html

Math 296, Spring 04 Formes Modulaires de Poids 1 Pierre Deligne and Jean-Pierre Serre The Plan: We're going to make our way through this paper as a group, and following the lead set by our illustrious president, we'll make sure that "No Grad Student is Left Behind." The goal is for this to be a friendly environment for all of us to go through the paper together, hopefully coming out understanding some interesting new mathematics. If it works, we could even keep going (with new papers) in future quarters. The Paper: The paper originally appeared in paper appeared in , 4th series, Volume 7, Number 4, (1974), p. 507-530. Now, the original is in French, and we didn't want that to stop people from getting involved, so Curtis Paul and I went ahead and wrote up an English translation of the paper. Here are links to both: the French at NUMDAM the English version (updated 02 April 2004) The Schedule: Here is the schedule of talks, with dates, speakers, and content. As people give me send me .pdf files (or give me their notes to scan), I'll make links so that you can download the notes and print a copy. Week Sections Speaker Handout Craig Citro continued Interlude: Riemann Zeta John Leo Slides for talk Program and Slides Pics Steve Lu Amanda Folsom Notes Curtis Paul Will Conley Curtis Paul Craig Citro This page is maintained by Craig Citro; email me with any questions.

51. PlanetMath: Number Theory Great twentieth century number theorists include Artin, Hardy, Ramanujan, André Weil, Alexandre Grothendieck, Jeanpierre Serre, pierre deligne, http://planetmath.org/encyclopedia/NumberTheory.html

(more info) Math for the people, by the people. Encyclopedia Requests Forums Docs ... Random Login create new user name: pass: forget your password? Main Menu sections Encyclop¦dia Papers Books Expositions meta Requests Orphanage Unclass'd Unproven ... Classification talkback Polls Forums Feedback Bug Reports downloads Snapshots PM Book information News Docs Wiki ChangeLog ... About number theory (Topic) Number theory is the branch of math concerned with the study of the integers , and of the objects and structures that naturally arise from their study. It is one of the oldest parts of mathematics, alongside geometry , and has been studied at least since the ancient Mesopotamians. Perhaps because of its purely mathematical nature (at least until the development of cryptography in the twentieth century, number theory was devoid of practical applications), number theory has often been considered as a central and particularly beautiful part of mathematics. Carl Friedrich Gauss , arguably the greatest number theorist of all time, has called mathematics the ``Queen of science'' and he referred to Number Theory as the ``Queen of Mathematics''. Number theory has attracted many of the most outstanding mathematicians in history: Euclid, Diophantus, Fermat, Legendre, Euler Number theory is also remarkable because small, easy-to-understand

52. Lectures On Motivic Cohomology 2000/2001 (written By Pierre Deligne), By Vladimi Lectures on motivic cohomology 2000/2001 (written by pierre deligne), by Vladimir Voevodsky. These lecture notes cover four topics. http://www.math.uiuc.edu/K-theory/0527/

Lectures on motivic cohomology 2000/2001 (written by Pierre Deligne), by Vladimir Voevodsky These lecture notes cover four topics. There is a proof of the fact that the functors represented by the motivic Eilenberg-Maclane spaces on the motivic homotopy category coincide with the motivic cohomology defined in terms of the motivic complexes. There is a description of the equivariant motivic homotopy category for a finite flat group scheme (over a noetherian base) together with a new characterization of A^1-equivalences. There is a part where we introduce a class of sheaves called solid sheaves. Finally there is a part where we study functors of the form X -> X/G and X -> X^W and show that they preserve equivalences between term-wise ind-solid simplicial sheaves. A link to the lecture notes: rear.dvi 0527.bib (266 bytes) Vladimir Voevodsky

53. Pierre Deligne Biography pierre deligne biography and related resources. pierre deligne (born 3 October 1944) is a Belgian mathematician. He is known for fundamental work on the http://www.biographybase.com/biography/Deligne_Pierre.html

Biography Base Home Link To Us Search Biographies: Browse Biographies A B C D ... Z Pierre Deligne Biography Pierre Deligne (born 3 October 1944) is a Belgian mathematician. He is known for fundamental work on the Weil conjectures, leading finally to a complete proof in 1973. He was born in Brussels. After completing a doctorate, he worked with Alexander Grothendieck at the Institut des Hautes Etudes Scientifiques near Paris, initially on the generalisation of Zariski's main theorem. He also worked closely with Jean-Pierre Serre, leading to important results on the l-adic representations attached to modular forms, and the conjectural functional equations of L-functions. He also collaborated with David Mumford on a new description of the moduli spaces for curves: this work has been much used in later developments arising from string theory. From 1970 until 1984, when he moved to the IAS in Princeton, Deligne was a permanent member of the IHES staff. During this time he did much important work, besides the proof of the Weil conjectures: in particular with Lusztig on the use of etale cohomology to construct representations of algebraic groups, and with Rapoport on the moduli spaces from the 'fine' arithmetic point of view. He received a Fields Medal in 1978. In terms of the completion of some of the underlying Grothendieck programme of research, he defined absolute Hodge cycles, as a surrogate for the missing and still largely conjectural theory of motives. This idea allows one to get round the lack of knowledge of the Hodge conjecture, for some applications. He reworked the tannakian category theory in his paper for the Grothendieck Festschrift, employing Beck's theorem – the tannakian category concept being the categorical expression of the linearity of the theory of motives as the ultimate Weil cohomology. All this is part of the yoga of weights, uniting Hodge theory and the l-adic Galois representations. The Shimura variety theory is related, by the idea that such varieties should parametrise not just good (arithmetically interesting) families of Hodge structures, but actual motives. This theory isn't yet a finished product – and more recent trends have used K-theory approaches.

54. SULAIR: Mathematical & Computer Sciences Library: New Books AUTHOR deligne, pierre. TITLE Quantum fields and strings a course for mathematicians / pierre deligne et al., editors. http://www-sul.stanford.edu/depts/mathcs/collections/newbooks/nbjun03.html

skip to main navigation Area Studies Engineering General Government Humanities Interdisciplinary New Databases Numeric Data Science Social Sciences Statistics Archive of Recorded Sound Biology (Falconer) Bing Wing Business (Jackson) Eng.(Swain) Earth Sciences (Branner) East Asia Education (Cubberley) Engineering Government Docs. (Jonsson) Green Library Hoover Institution Information Center Lane Reading Room Law (Crown) Map Collections Marine Biology (Miller) Sciences Media and Microtext Medical (Lane) Meyer Music Physics Special Collections Social Science Social Sciences Resource Center Stanford Auxiliary Library SLAC Library MATHEMATICAL AND COMPUTER SCIENCES LIBRARY Printer-Friendly Research Help Collections ... About the Mathematical and Computer Sciences Library Collections New Books Received in June 2003 AUTHOR: ACM Conference on Assistive Technologies (5th : 2002 : Edinburgh, Scotland) TITLE: Assets 2002 : the Fifth International ACM Conference on Assistive Technologies : July 8-10, 2002, Crowne Plaza Hotel, Edinburgh, Scotland / edited by Julie A. Jacko ; sponsored by ACM SIGCAPH. IMPRINT: New York : Association for Computing Machinery, c2002.

55. Xref: Info.physics.utoronto.ca News.answers:30349 Sci.answers:1657 Sci.math:7371 David Worth, Sussex UK 37 Harvard U USA 1978 deligne, pierre Brussels Belgium 33 IHES France 1978 Fefferman, Charles Washington DC USA 29 Princeton U http://www.skepticfiles.org/faq/math2faq.htm

Xref: info.physics.utoronto.ca news.answers:30349 sci.answers:1657 sci.math:73713 Subject: Xref: info.physics.utoronto.ca news.answers:30349 sci.answers:1657 sci.math:73713 Newsgroups: sci.math,sci.answers,news.answers Path: neumann.uwaterloo.ca!alopez-o From: alopez-o@maytag.uwaterloo.ca (Alex Lopez-Ortiz) Subject: sci.math: Frequently Asked Questions [2/3] Message-ID: Followup-To: sci.math Originator: alopez-o@neumann.uwaterloo.ca Sender: alopez-o@maytag.uwaterloo.ca Supersedes: givecookie("BodyThetans", "Skeptic Tank Archives") E-Mail Fredric L. Rice / The Skeptic Tank

56. Paths To Erdos 2 David Mumford 1974 Great Britain 2 pierre deligne 1978 Belgium 3 Charles NAME YEAR COUNTRY ERDÖS NUMBER Jeanpierre Serre 2003 France 3 Michael http://www.oakland.edu/enp/erdpaths.html

The tables below shows of some famous scientists and mathematicians, including many Nobel laureates . Further details, including the paths that establish these numbers and many other people, can be found in LATeX postscript (419K, 35 pages), and pdf (453K, 35 pages). It appears (somewhat abbreviated) in The Mathematical Intelligencer Revista de la Academia Colombiana de Ciencias Exactas, Fisicas y Naturales In addition, we have listed on a separate page the collaboration paths Fields Medal , the Nevanlinna Prize , the Abel Prize , the Wolf Prize in Mathematics , and the Steele Prize for Lifetime Achievement , as well as a few others. Perhaps the most famous contemporary mathematician, Andrew Wiles , was too old to receive a Fields Medal (but was given a Special Tribute by the Committee at the 1998 ICM ANDREW ODLYZKO to Chris M. Skinner. William H. (Bill) Gates , who published with Christos H. Papadimitriou in 1979, who published with Xiao Tie Deng PAVOL HELL Eugene V. Koonin, at the National Center for Biotechnology Information Felipe Voloch We would like to acknowledge and thank the dozens of people, too numerous to mention by name, who have written in with suggestions, additions, and corrections to these lists. We would appreciate further help from anybody with relevant information. Nobel Prize winners Arthur L. Schawlow 1981 Physics 5 S. Chandrasekhar 1983 Physics 4 Norman F. Ramsey 1989 Physics 3 David M. Lee 1996 Physics 6 Douglas D. Osheroff 1996 Physics 5 Robert C. Richardson 1996 Physics 6 Gerardus 't Hooft 1999 Physics 6 Martinus J.G. Veltman 1999 Physics 7 Anthony J. Leggett 2003 Physics 4 Frank Wilczek 2004 Physics 3

57. Archived Publications By Kenneth Ribet deligne, pierre; Ribet, Kenneth A. Values of abelian Lfunctions at negative integers over totally real fields. Invent. Math. 59 (1980), no. 3, 227286. http://math.berkeley.edu/~ribet/Articles/

Archived articles by Kenneth A. Ribet As John Ewing has stressed , it is important to make past literature available in digital form. According to an article in the Notices of the AMS , many publications from the 1970s and 1980s can now be found online. William A. Stein has harvested quite a bit of the literature in number theory and arithmetic geometry. He suggested that I provide links on my web site to articles that I have written. This page is the result of his suggestion. I have listed the majority of my articles as they appear on MathSciNet . I have added several items (e.g., book reviews and one theater review) that are unknown to MathSciNet. In what follows, the majority of the titles are links to digital versions of articles. The files that the links point to are varied in kind. In some cases, I have simply provided .pdf versions of the TeX files that I prepared before an article was published. The most interesting links are to scanned versions of older articles from journals. Links to JSTOR are followed by the JSTOR logo . Although a subscription is required to access these articles (and at least one more), most academic institutions have access to JSTOR and to the archives of major research journals.

58. Jean-Pierre Serre - Wikipedia, The Free Encyclopedia He also had a close working relationship with pierre deligne, who eventually finished the proof of the Weil conjectures. http://en.wikipedia.org/wiki/Jean-Pierre_Serre

Wikimedia needs your help in its 21-day fund drive. See our fundraising page Over US$150,000 has been donated since the drive began on 19 August. Thank you for your generosity! Jean-Pierre Serre From Wikipedia, the free encyclopedia. Jean-Pierre Serre (born September 15 ) is one of the leading mathematicians of the twentieth century , active in algebraic geometry number theory and topology Contents Life and career Early work Foundational work in algebraic geometry, and the Weil conjectures Other work ... edit Life and career Serre was educated at the Lyc©e de N®mes and then from to at the Ecole Normale Sup©rieure in Paris . He was awarded his doctorate from the Sorbonne in . From to he held positions at the Centre National de la Recherche Scientifique in Paris . He is a professor at the Coll¨ge de France edit Early work From a very young age he was an outstanding figure in the school of Henri Cartan , working on algebraic topology several complex variables and then commutative algebra and algebraic geometry , in the context of sheaf theory and homological algebra techniques.

59. AMCA: Conferences Geometry and Arithmetic, A conference on the occasion of the sixty first birthday of pierre deligne. October 1720, 2005. Princeton, NJ, USA. Mathematics http://at.yorku.ca/cgi-bin/amca-calendar/d/facw96

Atlas Mathematical Conference Abstracts Conferences Abstracts Organizers ... About AMCA Geometry and Arithmetic, A conference on the occasion of the sixty first birthday of Pierre Deligne October 17-20, 2005 Princeton, NJ, USA Mathematics Host: Institute for Advanced Study Sponsor: National Science Foundation Homepage: http://www.math.ias.edu/pd61.shtml Organizers: Alexander Beilinson (University of Chicago), Spencer Bloch (University of Chicago), Hélène Esnault (University Duisburg-Essen), Nicholas Katz (Princeton University), Robert MacPherson (Institute for Advanced Study) Description: On the occasion of the sixty-first birthday of Pierre Deligne, the School of Mathematics will be hosting a four-day conference, "Geometry and Arithmetic" during the period of October 17 to and including October 20, 2005. The objectives of the conference are to bring together scholars from a variety of mathematical fields with a common interest in the methods and ideas that Deligne has introduced into mathematics and to describe some recent advances in different areas of mathematics in a way that is accessible to non-experts from other fields. Date received: April 15, 2005

60. UW Math Non-UW Conference Listing--October A Conference on the Occasion of the 61st Birthday of pierre deligne. On the occasion of the sixtyfirst birthday of pierre deligne, the School of http://www.math.washington.edu/Seminars/confOct.php

October 2005 January February March April ... Non-UW Conferences Main Page October 7, 2005 through 10/8/05 Oxford, UNITED KINGDOM Clay Mathematics Institute Public Events at Oxford: Euclid and His Heritage A conference on Euclid and his Heritage is to be held on the occasion of the publication, for the first time, of a complete digital edition of the oldest surviving manuscript of Euclid's Elements. Written around 300 BC, this is the founding document of mathematics. The manuscript, dating from the year 888 AD, was copied by Stephen the Clerk in Constantinople, and since 1804 has been in the collection of the Bodleian Library. The digital edition was prepared by the Octavo corporation, which photographed the manuscript at the Bodleian in the fall of 2004. The conference will bring together classicists, historians, mathematicians and philosophers to provide a fresh look at Euclid's work, the transmission of Greek science from ancient to modern times, and the influence over twenty-three centuries of the Greek revolution in mathematics - the notion of proof, the systematic use of figures, and the organization of a complex and interconnected body of knowledge in the form of an axiomatic system. http://www.claymath.org/euclid/

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