61. 1796, La Justice Pour Tous Translate this page dernière. pierre Beuve accuse deligne de lui avoir perdu la moitié d'unebrebis Hubert). Le juge condamne deligne à indemniser pierre Beuve. http://perso.wanadoo.fr/raymond.elphege/histoirecreney/HCre07.htm

Retour à la page d'accueil Retour à : Histoire de Creney ****** 1796, la Justice pour tous ! ****** A Creney, la Justice républicaine réclamée en 1789 fonctionne enfin: plus besoin de se déplacer, de payer fort cher des avocats et d'attendre des mois un jugement faussé d'avance quand un des plaideurs est plus puissant que I'autre. Entre l'an III et l'an X, le petit juge de Creney a expédié des centaines d'affaires opposant des habitants de tout le canton. Les procès-verbaux probablement retrouvés dans le grenier de la mairie sont maintenant conservés aux Archives départementales sous les cotes Lu 52 à Lu 56 : cinq gros paquets soigneusement entourés de papier kraft, et dans lesquels subsiste réellement une grande quantité de poussière des siècles ! L'examen de la première liasse semble montrer qu'on plaidait plus souvent à Mesnil-Sellières que dans les autres villages... Voici pour Creney quelques jugements caractéristiques de I'usage qu'ont fait nos ancêtres de ce droit nouveau. La justice était-elle enfin équitable ? A vous de juger ! Le 27 nivose an IV (18janvier 1796) Devant Jean Baptiste Martin FLEURIOT ( voir note en bas de page ) , juge de paix du canton de Creney, assisté des citoyens Louis Molins et Pierre Nicolas Collot, ont comparu Jeanne Tixerand veuve Thomas, demeurant au Mesnil Sellières, contre Claude Maréchaux, demeurant à Creney.

62. La Technique De Didier Deligne - Technical Information Translate this page de Didier deligne. Technical information. D'une écriture à l'autre, d'un signeà une empreinte, de la griffe au graffiti, du vivant inscrit dans la pierre - http://perso.wanadoo.fr/dddeligne/French/technique.htm

La technique de Didier Deligne Technical information i From one writing to another, from a symbol to a print, from claws to graffiti, from living inscriptions engraved in stone - fossil - to comet paths, the artist's method of using wood or iron to engrave paper, leaves maps of vast carved-out territories which can then be revealed by using colored pencils. These original and unique drawings were done between 1997 and 2001 on vinci paper, (450 g). They have been carved with a stylet and colored with Caran d'Ache (Pablo) pencils. page d'accueil Home page Contact : Didier Deligne Webmaster

63. Sci.math: Frequently Asked Questions [2/3] of Chicago USA 1974 Bombieri, Enrico Milan Italy 33 U of Pisa Italy 1974 Mumford,David Worth, Sussex UK 37 Harvard U USA 1978 deligne, pierre Brussels Belgium http://www.csc.fi/math_topics/Mail/FAQ/msg00022.html

Subject Prev Subject Next Subject Index sci.math: Frequently Asked Questions [2/3] Subject : sci.math: Frequently Asked Questions [2/3] From alopez-o@maytag.uwaterloo.ca (Alex Lopez-Ortiz) Date : Thu, 16 Jun 1994 02:05:39 GMT Newsgroups sci.math sci.answers news.answers Prev by Subject: sci.math: Frequently Asked Questions [1/3] Next by Subject: sci.math: Frequently Asked Questions [3/3] Index(es): Subject

64. TRANS'BUS - Forums Translate this page Re Renforcement de l'offre Bus RATP (pierre PLAINDOUX). 18.03. humourpar deligneLa décentralisation et la grève (Marc Venot) 18.03. http://www.transbus.org/forums/usenet_thread.php?name=fr.misc.transport.urbain

65. COLLOQUE Polylogarithmes, Valeurs Multizêta Et Conjecture De deligne-Ihara . 11h00- 12h00 pierre Cartier Historique/Survol conjectures principales du sujet http://www.cirm.univ-mrs.fr/programmes/Progschneps2000/Progschneps2000.html

COLLOQUE "Polylogarithmes, valeurs multizêta et conjecture de Deligne-Ihara" au CIRM (Luminy, France), 17 au 21 avril 2000 Organisateurs : L. SCHNEPS Programme Lundi 17 Avril Historique/Survol: conjectures principales du sujet Pierre Cartier : Historique/Survol: conjectures principales du sujet. : Introduction aux Polylogarithmes Zdislaw Wojtkowiak : Polylogarithmes -adiques I. Mardi 18 Avril Pierre Lochak : Rappel sur les polylogarithmes et les equations de Knizhnik-Zamolodchikov. Michel Petitot -adique des nombres rationnels. Louis Boutet Bruno Kahn Mercredi 19 Avril Zdislaw Wojtkowiak : Polylogarithmes -adiques II. Leila Schneps Jeudi 20 Avril Jean Ecalle : ARI/GARI. Jean Ecalle Leila Schneps Georges Racinet : Crochets. Vendredi 21 Avril Dan Fulea : Complexes related to the algebraic K-theory of infinite fields and maps into the Bloch groups. Herbert Gangl : Relations for polylogarithms and their impact on algebraic K-theory. About this document ... Mon Apr 17 11:04:22 MET DST 2000

66. Rapport D'enquête Sur L’état Des Droits De L’enfant En France Translate this page Vice-Présidente du mouvement ATD-Quart monde et Isabelle deligne, Responsable de Messieurs pierre TOURNEMIRE, Secrétaire général adjoint de la Ligue de l http://www.assemblee-nat.fr/rap-enq/r0871-3.asp

Recherche avancée Aide Plan du site Accueil ... Merci. © Assemblée nationale

67. 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 $55.00 / £37.95 ISBN 0-691-00096-4 218 pp. http://pup.princeton.edu/titles/5383.html

PRINCETON University Press 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

68. Les Etudes De Licencie En Mathematique (BMS/Math2000) pierre deligne en 1978 et Jean Bourgain en 1994. Ils travaillent http://www.ulb.ac.be/assoc/bms/info/

LES ETUDES UNIVERSITAIRES EN MATHEMATIQUE site informatif de la 2000: ANNEE MONDIALE DES MATHEMATIQUES UNIVERSITAIRE STUDIES IN DE WISKUNDE website van het Belgisch Wiskundig Genootschap , opgericht ter gelegenheid van 2000: WERELD JAAR VAN DE WISKUNDE Waarom zou je de dag van vandaag wiskunde gaan leren? On ne le sait pas toujours, mais : Waarom zou je de dag van vandaag wiskunde gaan leren? Drie dingen worden nogal eens uit het oog verloren: Wiskunde is een "levende" wetenschap Wiskunde kan toegepast worden, ook in het dagelijkse leven Een universitair diploma wiskunde leidt naar een brede waaier van beroepen Wiskunde is een levende wetenschap Het wetenschappelijk onderzoek in wiskunde bloeit als nooit tevoren. Jaarlijks worden meer dan 60.000 artikelen gepubliceerd, met originele bijdragen die vaak even belangrijk blijken als klassieke resultaten uit de voorbije eeuwen. Deze nieuwe bevindingen slaan zowel op heel theoretische als uiterst toepassingsgerichte onderwerpen, en de gebruikte methoden steunen even vaak op klassieke concepten als op innoverende ideeën. In 1637 formuleerde Pierre Fermat een elementaire vraag over gehele getallen; hij schreef ze in de kantlijn van een boek, enkele weken voor zijn dood. Het duurde tot 1995 voor Andrew Wiles een sluitend en volledig antwoord vond. Wiles gebruikte wiskundige methodes die pas gedurende de voorbije dertig jaar ontwikkeld werden!

69. 14: Algebraic Geometry MR89b14016; deligne, pierre À quoi servent les motifs? (French; What isthe use of motives? ) Motives (Seattle, WA, 1991), 143161; Proc. Sympos. http://www.math.niu.edu/~rusin/known-math/index/14-XX.html

Search Subject Index MathMap Tour ... Help! ABOUT: Introduction History Related areas Subfields POINTERS: Texts Software Web links Selected topics here 14: Algebraic geometry Introduction Algebraic geometry combines the algebraic with the geometric for the benefit of both. Thus the recent proof of "Fermat's Last Theorem" ostensibly a statement in number theory was proved with geometric tools. Conversely, the geometry of sets defined by equations is studied using quite sophisticated algebraic machinery. This is an enticing area but the important topics are quite deep. This area includes elliptic curves. History Applications and related fields geometry (in particular for conics and curves), algebra (since algebraic geometry is commutative ring theory...) number theory (especially for Diophantine analysis). Subfields Foundations Local theory, see also 32SXX Cycles and subschemes Families, fibrations Birational geometry [Mappings and correspondences] (Co)homology theory, see also 13DXX Arithmetic problems. Diophantine geometry, see also 11DXX, 11GXX 14H: Curves 14J: Surfaces and higher-dimensional varieties . For analytic theory, see 32JXX

70. Fields Medals 1978 Fields Medals 1978. pierre René deligne. born October 3, 1944, Brussels,Belgium Institut des Hautes Études Scientifiques. Gave solution http://www.mathunion.org/medals/1978/

Fields Medals 1978 born October 3, 1944, Brussels, Belgium Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory. Charles Louis FEFFERMAN born April 18, 1949, Washington, D.C. Princeton University Contributed several innovations that revised the study of multidimensional complex analysis by finding correct generalizations of classical (low-dimensional) results. Gregori Aleksandrovitch MARGULIS born February 24, Moscow Moscow University Provided innovative analysis of the structure of Lie groups. His work belongs to combinatorics, differential geometry, ergodic theory, dynamical systems, and Lie groups. Daniel G. QUILLEN born June 22, 1940, Orange, New Jersey Massachusetts Institute of Technology The prime architect of the higher algebraic K -theory, a new tool that successfully employed geometric and topological methods and ideas to formulate and solve major problems in algebra, particularly ring theory and module theory. This document has been reproduced from Albers, Donald J.; Alexanderson, G. L.; Reid, Constance:

71. Le Passé Translate this page Maria Valéria JURA ( Roumanie ) Madame Dieu, famille d’accueil de Brenda InvitésD’Eric CHARLEZ Brigitte et Jean-Claude deligne - pierre et Viviane http://club.euronet.be/rotary.la.louviere/106.htm

première quinzaine de février Le Passé le 31/01/2002 les vœux Présents Robert BASSETTO Jacques BASTIN - Thierry BAUDRY - André BAUDRY - Jacques BIENFAIT - Jacques BLAMPAIN - Théo BRUNEAU - Benoît CARLIER - Christian CAYPHAS - Éric CHARLEZ - Benoît CHERON - Lucien COLIN - Gérard D'AMBROSIO - Léon DEBAISE - Simon DELTANTE - Luc DEMOL – Luc FAUCON - Daniel GEORGES - Roger GINOUX - Raoul HUART - Hubert KESSE - Albert LECHIEN - Philippe LECHIEN - Jean Claude LESENT - Michel MANDERLIER - Philippe MATHELART - Etienne PAYEN - Luc PARY - Alain ROLAND - Patrick SAINT GUILLAIN - André SELVAIS - Christian THERASSE - Michel UYTTENHOEF - Jacques VAN NIEUWENHOVE - Zénobe WASTEELS - Jean-Luc WOUTERS Excusés : - José BOSSER - Henri BURY - Freddy CARDINAL - Raoul CHAPELLE Alain DEBAST - Luc DUTRIEUX - Silvano FACCIN - Jean HUBERT - Alain JACQUET - Jean Bernard JADIN - Paul LECHIEN -Hubert MAHIEU - Jean PAINBLANC - Henri ZUNSHEIM Présidence : Luc Faucon Protocole : Philippe MATHELART Conférencier : Luc TRULLEMANS et Madame Visiteur s R.C. de Mons

72. ¼öÇлç¶û Q & A (¿ª»ç, ¿ë¾î, À¯·¡) Thompson, John, USA, 37. 1974, Bombieri, Enrico, Italy, 33. Mumford, David, UK,37. 1978, deligne, pierre, Belgium, 33. Fefferman, Charles, USA, 29. Margulis, Gregori,USSR, 32. http://www.mathlove.org/pds/mathqa/faq/history/history29.html

Year Name Country Age Ahlfors, Lars Finland Douglas, Jesse USA Schwartz, Laurent France Selberg, Atle Norway Kodaira, Kunihiko Japan Serre, Jean-Pierre France Roth, Klaus Germany Thom, Rene France Hormander, Lars Sweden Milnor, John USA Atiyah, Michael UK Cohen, Paul USA Grothendieck, Alexander Germany Smale, Stephen USA Baker, Alan UK Hironaka, Heisuke Japan Novikov, Serge USSR Thompson, John USA Bombieri, Enrico Italy Mumford, David UK Deligne, Pierre Belgium Fefferman, Charles USA Margulis, Gregori USSR Quillen, Daniel USA Connes, Alain France Thurston, William USA Yau, Shing-Tung Hong Kong Donaldson, Simon UK Faltings, Gerd Germany Freedman, Michael USA Drinfeld, Vladimir USSR Jones, Vaughan New Zealand Mori, Shigefumi Japan Witten, Edward USA Lions, Pierre-Louis France Yoccoz, Jean-Chrisophe France Bourgain, Jean Belgium Zelmanov, Efim Russia Borcherds, Richard E. UK Gowers, W. Timothy UK Kontsevich, Maxim Russia McMullen, Curtis T. USA 1998 Special Wiles, Andrew J. UK Lafforgue, Laurent France Voevodsky, Vladimir

73. Biography-center - Letter D presentation/droits/delgres_an.html; deligne, pierre wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/deligne.html;Delluc, Louis www http://www.biography-center.com/d.html

Visit a random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish D 456 biographies www-history.mcs.st-and.ac.uk/~history/Mathematicians/Durer.html D'Alema, Massimo www.uwgb.edu/galta/333/BIOS98/DALEMA.HTM d'Alembert, Jean-le-Rond www.treasure-troves.com/bios/dAlembert.html d'Alembert, Jean www-history.mcs.st-and.ac.uk/~history/Mathematicians/D'Alembert.html D'Inzeo, Raimondo www.olympic.org/uk/athletes/heroes/bio_uk.asp?PAR_I_ID=25085 Da Costa, Jacob Mendez www.whonamedit.com/doctor.cfm/2452.html Da Vinci, Leonardo www.ibiblio.org/wm/paint/auth/vinci/ Da Vinci, Leonardo www.kfki.hu/~arthp/bio/l/leonardo/biograph.html Dadd, Richard www.getty.edu/art/collections/bio/a281-1.html Daddi, Bernardo www.kfki.hu/~arthp/bio/d/daddi/biograph.html Daddi, Bernardo www.getty.edu/art/collections/bio/a1085-1.html Dae-jung, Kim

74. Bibliography DdM96 pierre deligne and Ronald de Man. La série exceptionnelle de groupes deLie. II. Del96 pierre deligne. La série exceptionnelle de groupes de Lie. http://www.maths.warwick.ac.uk/~bww/Rmatrix/node7.html

Next: About this document ... Up: R-matrices and the magic Previous: Real numbers Bibliography John C. Baez. The octonions. Bull. Amer. Math. Soc. (N.S.) , 39(2):145-205 (electronic), 2002. C. H. Barton and A. Sudbery. Magic squares and matrix models of lie algebras. RA/0203010, 2002. Roger W. Carter. Finite groups of Lie type Conjugacy classes and complex characters, Reprint of the 1985 original, A Wiley-Interscience Publication. Arjeh M. Cohen and Ronald de Man. Computational evidence for Deligne's conjecture regarding exceptional Lie groups. H. J. Chung and I. G. Koh. Solutions to the quantum Yang-Baxter equation for the exceptional Lie algebras with a spectral parameter. J. Math. Phys. Vyjayanthi Chari and Andrew Pressley. Fundamental representations of Yangians and singularities of R -matrices. J. Reine Angew. Math. Cvi Predrag Cvitanovic. Group theory. http://www.nbi.dk/GroupTheory/. Predrag Cvitanovic. Group theory. preprint, Oxford University, 1977. P. Cvitanovic. Negative dimensions and symmetry. Nuclear Phys. B

75. C.htm Translate this page DELFAU, Jacqueline (1924-) DELFAU, Louis-Armand (-) deligne, Jean Baptiste (1796-1838)deligne, Marie Anne Catherine (1817-) deligne, pierre (-) DERENNE, Anne http://dumoulin.jeanpierre.free.fr/Paillery_Branches_A_et_B/Index.2/D.htm

DANTARD, Charlotte Augustine (-) DARLEY, Marie-Anne (-) DAUMONT, Anne Sophie (1990-) DAUMONT, Paul (-) DANTARD, Charlotte Augustine (-) DARLEY, Marie-Anne (-) DAUMONT, Anne Sophie (1990-) DAUMONT, Paul (-) ... DURAND, Marie (-)

76. Index Des Noms Commençant Par D Translate this page Liège,Belgique - 7 avril 1974 Woluwé-St-pierre,Brabant,Belgique Josèphe ( - avant1868) Delgombe, Mathieu ( - ) Delgombe, Paul ( - ) deligne, Charles Joseph http://members.chello.be/cr29014/genea/idx440.htm

A B C D ... P Q R S T U V W X Y Z (Autre) Page suivante d'Elia, Ida Dacquemin, Christine ( - DECEASED ) Dacquemin, Magloire (1807 - DECEASED ) Dacquemin, Vaast Joachim Joseph (9 mars 1779 Tournai,Hainaut,Belgique - 27 janvier 1844 Tournai,Hainaut,Belgique Dacquemin, Victoire Joseph Tournai,Hainaut,Belgique - 13 octobre 1874 Tournai,Hainaut,Belgique Daems, Mireille Damien, Jenne (vers 1850 - ) (28 juillet 1818 Chimay,Hainaut,Belgique - DECEASED ) (12 janvier 1855 Seloignes,Hainaut,Belgique Dandenelle, Olivier Joseph Danis, Anne (26 octobre 1633 Froidchapelle,Hainaut,Belgique (1792 - DECEASED ) DATH, Francis ( - DECEASED ) (vers 1769 Les Moeres,Nord,France - 30 mai 1847 Ghyvelde,Nord,France David, Jean Baptiste Tournai,Hainaut,Belgique - DECEASED ) Dawant, Anne Marie Joseph Bourlers,Hainaut,Belgique Dawant, Blaise Dawant, Joseph Blaise Bourlers,Hainaut,Belgique de Deckere, Jacques de Deckere, Jean-Pierre de Deckere, Nicole de Rechain (Derchain), Jean Ignace (vers 1859 - DECEASED (2 mars 1892 - 3 juillet 1977 Ipswich,Suffolk,Great Britain de Rechain, Jeanne Elisabeth Henriette

77. Essai Auteur 104. deligne, pierre; ETINGOF, Pavel; FREED, Daniel S. Quantum fields and strings(A course for mathematicians); Tome 1 723 p. Providence, Rhode Island, 1999 http://www.unil.ch/ima/Bibliotheque/frame/page/catalogue/acqui_neuves_12.2001.ra

1. PADBERG, Friedhelm; DANCKWERTS, Rainer; STEIN, Martin Zahlbereiche (Eine elementare Einführung); 254 p. Heidelberg (etc.), 1995; Spektrum akademischer verlag (Spektrum Hochschultaschenbuch) Emplacement: 00.2 PAD ; Cote: 16383 2. DORIER, Jean-Luc L'enseignement de l'alg*bre lin*aire en question; 331 p. s.l., 1997; La pens*e sauvage (Recherches en didactique des math*matiques) Emplacement: 00.2 DOR ; Cote: 16143 3. KATZ, Victor J. Using history to teach mathematics (An international perspective); 261 p. Washington, D.C., 2000; Mathematical association of America (MAA notes, vol. 51) Emplacement: 00.2 KAT ; Cote: 16470 4. AASSILA, Mohammed 300 d*fis math*matiques; 266 p. Paris, 2001; Ellipses Emplacement: 00.3 AAS ; Cote: 16512 5. LAURA, Marc Extraits litt*raires et empreintes math*matiques (R*miniscences de lectures et de calculs); 171 p. Emplacement: 00.3 LAU ; Cote: 16506 6. GENEVOIS, Hugues; ORLAREY, Yann Musique et math*matique; 194 p. Lyon, 1997; Al*as Editeur (Musique et sciences) Emplacement: 00.3 GEN ; Cote: 16125

78. Groupe De Travail Sur Les Opérades Translate this page Sci. Ecole Norm. Sup. (4) 35 (2002), no. 2, 267306. deligne, pierre Lesimmeubles des groupes de tresses g\'en\'eralis\'es. Invent. Math. http://www-irma.u-strasbg.fr/~ginot/gdt.html

Jean-Louis Loday relativement bien compris. Il reste encore pas mal de 10 octobre 2002: "Groupes de Coxeter" 17 octobre 2002: Bruno Vallette 07 novembre 2002: Jean-Louis Loday 14 novembre 2002: Sjoerd Crans 21 novembre 2002: Mathieu Zimmermann , "Groupes de Garside" Marco Zunino 09 janvier 2003: Marc Wambst 16 janvier 2003: , "Cohomologie des groupes de Coxeter" 21 janvier 2003: , "Cohomologie des groupes de Coxeter II" 23 janvier 2003: Jean-Louis Loday Bruno Vallette 13 mars 2003: Maria Ronco , "Structure d'ordre sur les arbres planaires" Blanc, D. Markl M. Higher homotopy operations, math.AT/0207082 Chapoton, F. Fomin, S. Zelevinsky A. Polytopal realizations of generalized associahedra., 25 pages. math.CO/0202004 Dehornoy, Patrick Groupes de Garside. (French) [Garside groups] Ann. Sci. Ecole Norm. Sup. (4) 35 (2002), no. 2, 267306. Fomin, S. Zelevinsky A. Y-systems and generalized associahedra. 35 pages. hep-th/0111053 Grosse, H. Schlesinger K-G., A suggestion for an integrability notion for two-dimensional spin systems, Lect. in Math. Phys. 55 (2001),161167. Humphreys, James E. Reflection groups and Coxeter groups. Cambridge Studies in Advanced Mathematics, 29.Cambridge University Press, Cambridge, 1990. xii+204 pp.

79. Prize 1978, pierre René deligne Charles Louis FEFFERMAN Gregori Alexandrovitch MARGULISDaniel G. QUILLEN, 1982, Alain CONNES William P. THURSTON ShingTung YAU. http://www.icm2002.org.cn/general/prize/pre_winners.htm

What's ICM2002? ICM History What's IMU? ICM Prize ... Nevanlinna Previous Winners About CMS Mathematics In China Mathematics Institutes in Beijing Acknowledgment Previous Fields Medal / Nevanlinna Prize Winners Fields Medals awarded: Lars Valerian AHLFORS Jesse DOUGLAS Laurent SCHWARTZ Atle SELBERG ... (Special Tribute) Nevanlinna Prizes awarded: Robert TARJAN Leslie VALIANT A.A. RAZBOROV Avi WIGDERSON ... Peter W. SHOR

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

What's ICM2002? ICM History What's IMU? ICM Prize ... Acknowledgment Fields Medal Prize Winners (1978) born October 3, 1944, Brussels, Belgium Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory. Charles Louis FEFFERMAN born April 18, 1949, Washington, D.C. Princeton University Contributed several innovations that revised the study of multidimensional complex analysis by finding correct generalizations of classical (low-dimensional) results. Gregori Aleksandrovitch MARGULIS born February 24, Moscow Moscow University Provided innovative analysis of the structure of Lie groups. His work belongs to combinatorics, differential geometry, ergodic theory, dynamical systems, and Lie groups. Daniel G. QUILLEN

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