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  1. Claude Chevalley. Jean-Pierre Serre. Doctoral students. Raphaël Rouquier. Michel Broué (born 28 October 1946) is a French mathematician. He holds a chair at Paris Diderot University. Broué has made contributions to algebraic geometry and representation theory. In 2012 he became a fellow of the American Mathematical Society.

  2. Michel Broue. Professor Michel Broué is a Senior Lecturer at AUP for August-December 2019. He is Emeritus Mathematics Professor at the University of Paris, Member of the Institut Universitaire de France, Foreign Honorary Member of the American Academy for Arts and Sciences. He has been the Director of the Mathematics and Computer Department of ...

  3. Arc de Triomphe du Carrousel adalah gapura kemenangan di Paris, terletak di Place du Carrousel. Ini adalah contoh arsitektur Neoklasik dalam tatanan Korintus [ 1 ] . Itu dibangun antara 1806 dan 1808 untuk memperingati kemenangan militer Napoleon dalam Perang Koalisi Ketiga dan Keempat.

  4. Jan 30, 2024 · Michel Broué is a distinguished French mathematician specialising in algebra. He is known for his work on modular representations of finite groups (where a famous conjecture bears his name), on the "generic approach" to representations of finite reductive groups, as well as for work on related areas like cyclotomic Hecke algebras.

  5. Université Paris CitéUFR de Mathématiques - IMJ-PRGCase 7012F-75205 Paris Cedex 13 France Tél.: +33 (0)1 57 27 91 43. broue AT math.univ-paris-diderot.fr&nbsp. ADRESSE PHYSIQUE IMJ-PRG Bureau 637 - Bâtiment Sophie Germain8, Place Aurélie Nemours 75205 Paris Cedex 13France. Organismes de rattachement.

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  6. Jan 31, 2024 · Brauer’s Theorem and Some Applications. Chapter. First Online: 31 January 2024. pp 437–459. Cite this chapter. Download book PDF. From Rings and Modules to Hopf Algebras. Michel Broué. 499 Accesses.

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  8. Michel Broué Institut Universitaire de France Université Paris Diderot—Paris 7 Paris, France ISSN 2197-4209 ISSN 2197-4217 (electronic) ISBN 978-3-642-41268-4 ISBN 978-3-642-41269-1 (eBook) DOI 10.1007/978-3-642-41269-1 Springer Heidelberg New York Dordrecht London Mathematics Subject Classification: 11-01, 12-01, 13-01

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