Don Blasius Bill Casselman Melvin Hochster Robert Rumely Alice Silverberg
Gorō Shimura (志村 五郎, Shimura Gorō, 23 February 1930 – 3 May 2019) was a Japanese mathematician and Michael Henry Strater Professor Emeritus of Mathematics at Princeton University who worked in number theory, automorphic forms, and arithmetic geometry.[1] He was known for developing the theory of complex multiplication of abelian varieties and Shimura varieties, as well as posing the Taniyama–Shimura conjecture which ultimately led to the proof of Fermat's Last Theorem.
^"Professor Emeritus Goro Shimura 1930—2019". Princeton University Department of Mathematics. 3 May 2019. Retrieved 3 May 2019.
GorōShimura (志村 五郎, ShimuraGorō, 23 February 1930 – 3 May 2019) was a Japanese mathematician and Michael Henry Strater Professor Emeritus of Mathematics...
the best known classes of Shimura varieties. Special instances of Shimura varieties were originally introduced by GoroShimura in the course of his generalization...
Shimura (written: 志村 or 紫村) is a Japanese surname. Notable people with the surname include: GoroShimura (志村 五郎, 1930–2019), Japanese mathematician Shimura...
international symposium on algebraic number theory in Tokyo and Nikkō. GoroShimura and Taniyama worked on improving its rigor until 1957. André Weil rediscovered...
Japanese samurai Goro Shibutani (渋谷 五郎, 1937–2020), Japanese table tennis player GoroShimura (志村 五郎, 1930–2019), Japanese mathematician Gorō Taniguchi (谷口...
Taniyama–Shimura conjecture or the modularity theorem whose statement he subsequently refined in collaboration with GoroShimura. The names Taniyama, Shimura and...
in 1995. In the 1960s, GoroShimura introduced Shimura varieties as generalizations of modular curves. Since the 1979, Shimura varieties have played a...
the Jacobian of X1(N). It is named after GoroShimura. There is a similar subgroup Σ(N,D) associated to Shimura curves of quaternion algebras. Ling, San;...
Takashi Shimura (志村 喬, Shimura Takashi, March 12, 1905 – February 11, 1982) was a Japanese actor who appeared in over 200 films between 1934 and 1981....
integral weight k+1/2, and modular forms f of even weight 2k, discovered by GoroShimura (1973). It has the property that the eigenvalue of a Hecke operator Tn2...
Ago 2006 Neal Koblitz Random Curves: Journeys of a Mathematician 2007 GoroShimura The Map of My Life 2008 Edward Frenkel Love and Math: The Heart of Hidden...
quotient group, respectively; (b) earlier results of Martin Eichler and GoroShimura in which the Hasse–Weil zeta functions of arithmetic quotients of the...
Relations between the Periods of Abelian Varieties under the supervision of GorōShimura. Blasius was an assistant professor from 1981 to 1985 at Columbia University...
received his Ph.D from Princeton University in 1966 where his advisor was GoroShimura. He was a visiting scholar at the Institute for Advanced Study in 1974...
the Martin Luther University of Halle-Wittenberg in 1936. Eichler and GoroShimura developed a method to construct elliptic curves from certain modular...
Hurwitz surfaces. The Hurwitz quaternion order was studied in 1967 by GoroShimura, but first explicitly described by Noam Elkies in 1998. For an alternative...
Princeton, 1992 Serge Lang, Elliptic Functions, Addison-Wesley, 1973 GoroShimura, Introduction to the Arithmetic Theory of Automorphic Functions, Princeton...
known that all such possible CM-types can be realised. Basic results of GoroShimura and Yutaka Taniyama compute the Hasse–Weil L-function of A, in terms...
45, 1985, pp. 93–113, online and Publications list GoroShimura: "1996 Steele Prizes" (with Shimura's reminiscences concerning C. L. Siegel), Notices of...
Pierre Samuel Leonard Jimmie Savage Menahem Max Schiffer Beniamino Segre GoroShimura Norman Earl Steenrod Béla Szőkefalvi-Nagy George Frederick James Temple...
fields I, II, III" 1972 Wolfgang M. Schmidt for various papers 1977 GoroShimura for various papers 1982 Robert P. Langlands for pioneering work on automorphic...
1967 from Princeton University, where he wrote a dissertation under GoroShimura characterizing the prime spectra of commutative rings. He held positions...
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