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  1. Richard Lawrence Taylor es un matemático británico que trabaja en el campo de la teoría de los números. Biografía. Nació en Gran Bretaña el 19 de mayo de 1962, hijo del físico británico John C. Taylor. Bachiller en Artes del Clare College , [1] [2] obtuvo su doctorado Ph.D. en la Universidad de Princeton en 1988.

  2. Richard Lawrence Taylor (born 19 May 1962) is a British mathematician working in the field of number theory. He is currently the Barbara Kimball Browning Professor in Humanities and Sciences at Stanford University. Taylor received the 2002 Cole Prize, the 2007 Shaw Prize with Robert Langlands, and the 2015 Breakthrough Prize in ...

  3. Savilian Professorship of Geometry, Richard Lawrence Taylor, FRS (MA Cambridge, Ph.D. Princeton), Reader in Number Theory, University of Cambridge, has been appointed to the professorship with effect from 1 October 1995.

  4. Richard Taylor rltaylor[@]stanford[dot]edu CV as of March 2023 (Former) Students : Dept. of Mathematics, Stanford University, Building 380, 450 Jane Stanford Way, Stanford, CA 94305-2125, U.S.A. tel. (650) 497-0640 Editor of: Journal of the AMS Forum of Mathematics Π and Σ :

  5. NAME: Richard Lawrence Taylor DATE OF BIRTH: 19 May 1962 NATIONALITIES: US and British CAREER: 1980-84 BA, Cambridge University, England. 1984-88 PhD, Princeton University, U.S.A. (advisor Andrew Wiles). 1988-95 Fellow of Clare College, Cambridge. 1988-89 Royal Society European Exchange Fellow at Institut des Hautes Etudes Sci-enti ques, Paris.

  6. Fue presidente de 'The Archimedeans' en 1981 y 1982. Esta es una sociedad matemática de Cambridge fundada en 1935 que tiene como objetivo promover la cooperación entre todas las sociedades matemáticas de Cambridge. También le gustaba viajar, particularmente a lugares donde podía disfrutar de su amor por el montañismo.

  7. 30 de oct. de 2013 · Speaker Bio. A leader in the field of number theory and in particular Galois representations, automorphic forms, and Shimura variations, Richard Taylor, with his collaborators, has developed powerful new techniques for use in solving longstanding problems, including the Shimura-Taniyama conjecture, the local Langlands conjecture, and ...