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...d is a professor of mathematics at [[Rikkyo University]]. He is a grandson of the [[linguist]] {{ill|Kaku Jimbo|ja|神保格}}.{{cn|date=October 2019}} ...elopment of the study of [[quantum group]]s, the development of the theory of <math>\tau</math>-functions for the KP ...

...e obtained his Ph.D. at the [[University of Tokyo]], under the supervision of [[Tosio Kato]].<ref>{{Cite web|url=https://www.genealogy.math.ndsu.nodak.ed ...e=2 |pages=109–124 |doi=10.15083/00039873 |url=https://repository.dl.itc.u-tokyo.ac.jp/record/39882/files/jfs130201.pdf }}</ref> studied the partial differe ...

| birth_place = [[Tokyo]], [[Empire of Japan|Japan]] | title = Geological idea of Yanosuke Otuka, who built the foundation of neotectonics (geoscientist) ...

...Chicago]]<br />[[Massachusetts Institute of Technology]]<br />[[Princeton University]] ...[[Massachusetts Institute of Technology]] ([[B. S.|BS]])<br />[[Princeton University]] ([[M. S.|MS]], [[PhD]]) ...

...ds|year=2006|eprint=math/0603493}} (published in vol. 2 of the Proceedings of the ICM, Madrid 2006, pages 813–826)</ref> Mabuchi is known for introducing ...ifferential geometry, extremal [[Kähler metric]]s, [[K-stability|stability of algebraic varieties]], and the [[Hitchin–Kobayashi correspondence]].<ref na ...

...for Geometry and Physics]]<br />[[Stony Brook University]]<br />[[Tsinghua University]] | alma_mater = [[University of Tokyo]] ...

...tle=Ono, Kaoru|website=Research Institute for Mathematical Sciences, Kyoto University|url=http://www.kurims.kyoto-u.ac.jp/en/list/ono.html}}</ref> ...</ref><ref>{{cite journal | author = Kaoru Ono | title = Equivariant index of Dirac operators | journal = Tohoku Mathematical Journal | volume = 42 | num ...

...e for the Physics and Mathematics of the Universe]] at the [[University of Tokyo]]. ...r at [[University of Toronto]] and from 2003 to 2014 a professor at [[Yale University]]. In 1993 he was a [[Sloan Research Fellow]]. From fall 2018 to spring 201 ...

...nal University of Singapore}}</ref> He is currently a professor at [[Fudan University]].<ref>{{Cite web |title=Shen Weixiao |url=http://math.fudan.edu.cn/en/Data ...i and Sebastian van Strien, a solution of the 2nd part of the 11th problem of [[Smale's problems]]. ...

| birth_place = [[Tokyo]], [[Japan]] | work_institution = [[Tohoku University]] ...

...ng, Kyoji Saito, [[Frédéric Pham]], Gert-Martin Greuel in the [[University of Dalat (Vietnam)]] in 2008]] ...at the [[Research Institute for Mathematical Sciences]] (RIMS) of [[Kyoto University]]. ...

|work_institutions = [[University of Chicago]] |alma_mater = [[University of California, Berkeley]]{{br}}[[University of Melbourne]] ...

| birth_place = Tokyo, Japan | alma mater = [[University of Tsukuba]] ...

...cago.edu/faculty/faculty/person/member/takeshi-oka.html|website=University of Chicago|access-date=July 14, 2016}}</ref> ...ty of Tokyo]]<br/>[[National Research Council of Canada]]<br/>[[University of Chicago]] ...

...n]]|[[Institute for Advanced Study]]|[[Princeton University]]|[[University of Chicago]]}} | alma_mater = {{ubl|[[Harvard University]]|[[Princeton University]]}} ...

{{MedalGold| [[2020 Summer Olympics|2020 Tokyo]] | [[Cycling at the 2020 Summer Olympics – Women's individual road race|{{ ...index.html|title=Anna Kiesenhofer is a math genius who just pulled off one of the biggest shocks in Olympics history|publisher=CNN|last1=Wire |first1=Coy ...

...= {{ubl|[[South African Railways and Harbours Administration]]|[[Texas A&M University]]}} | alma_mater = {{ubl|[[University of Cape Town]]|[[University of Illinois]]}} ...

| image = Photo of Leonard Gross.jpg * [[University of Chicago]] ([[M. S.|MS]], [[PhD]])}} ...

...ake Kuranishi]</ref> was a Japanese mathematician who worked on [[Function of several complex variables|several complex variables]], [[partial differenti ...iversity]]. He became a professor at [[Columbia University]] in the summer of 1961.<ref name=BergmanPrize/> ...

|workplaces = [[University of California, Berkeley]] ...an]] and [[complex manifold|complex]] [[manifold]]s, transformation groups of geometric structures, and [[Lie algebra]]s. ...