Massachusetts Institute of Technology
Department of Mathematics — Algebraic Geometry
United States · PhD
The MIT Department of Mathematics maintains an active research tradition in algebraic geometry and geometric representation theory, spanning D-modules, character sheaves, symplectic geometry, and their interplay with algebraic varieties, making it a leading center for geometric representation theory.
学术历史
MIT's algebraic geometry tradition is closely tied to geometric representation theory, drawing on the department's long-standing strength in Lie theory, symplectic geometry, and mathematical physics. Recent work by Bezrukavnikov and Yun on character sheaves, cohomological Hall algebras, and the geometric Langlands program has established MIT as a major hub at the intersection of algebraic geometry and representation theory.
当前状态
The MIT Department of Mathematics currently offers specialized courses and research seminars in algebraic geometry, geometric representation theory, and related areas. PhD students engage with frontier topics in character sheaves, D-modules, and symplectic geometry. The department regularly hosts seminars in algebra and geometry.
实验室 / 研究中心
MIT Mathematics — Pure Mathematics (Algebra & Algebraic Geometry)
访问页面 →关键人物
Roman Bezrukavnikov
Professor
Representation theory and geometric representation theory; works on character sheaves, D-modules, and symplectic geometry with connections to algebraic geometry.
Zhiwei Yun
Professor
Geometric representation theory and arithmetic algebraic geometry; known for fundamental lemma type results and cohomological Hall algebras.
学术资源
证据
排名
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师资
2 位相关教师
知名：Roman Bezrukavnikov、Zhiwei Yun
研究产出
See official department page and MathSciNet for publication counts
就业去向
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