Roman Bezrukavnikov

Roman Bezrukavnikov (Russian: Роман Безрукавников; born July 1, 1973) is a Russian-American mathematician born in Moscow. He is a mathematics professor at the Massachusetts Institute of Technology and the chief research fellow at the HSE International Laboratory of Representation Theory and Mathematical Physics who specializes in representation theory and algebraic geometry. Provided by Wikipedia
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  1. 1
    Semi-infinite orbits in affine flag varieties and homology of affine Springer fibers

    Semi-infinite orbits in affine flag varieties and homology of affine Springer fibers by Roman Bezrukavnikov, Yakov Varshavsky

    Published 2025-01-01
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    Article
  2. 2
    Equivariant quantum cohomology and the geometric Satake equivalence

    Equivariant quantum cohomology and the geometric Satake equivalence by Viscardi, Michael

    Published 2016
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  3. 3
    Mirror symmetry and the K theory of a p-adic group

    Mirror symmetry and the K theory of a p-adic group by Vaintrob, Dmitry

    Published 2016
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  4. 4
    Parabolic Springer resolution

    Parabolic Springer resolution by Boger, D. (Dorin)

    Published 2016
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  5. 5
    Towards a functor between affine and finite Hecke categories in type A

    Towards a functor between affine and finite Hecke categories in type A by Tolmachov, Kostiantyn

    Published 2018
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  6. 6
    Power operations and central maps in representation theory

    Power operations and central maps in representation theory by Lonergan, Gus (Gus C.)

    Published 2018
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  7. 7
    Affine Springer fibers and the representation theory of small quantum groups and related algebras

    Affine Springer fibers and the representation theory of small quantum groups and related algebras by Boixeda Alvarez, Pablo.

    Published 2020
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  8. 8
    Cohomologically proper stacks over Zp̳ : algebra, geometry and representation theory

    Cohomologically proper stacks over Zp̳ : algebra, geometry and representation theory by Kubrak, Dmitry(Dmitrii)

    Published 2020
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  9. 9
    Combinatorics of affine Springer fibers and combinatorial wall-crossing

    Combinatorics of affine Springer fibers and combinatorial wall-crossing by Yue, Guangyi.

    Published 2020
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  10. 10
    Modules over affine lie algebras at critical level and quantum groups by Qian Lin.

    Modules over affine lie algebras at critical level and quantum groups by Qian Lin. by Lin, Qian, Ph. D. Massachusetts Institute of Technology

    Published 2010
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  11. 11
    Equivariant coherent sheaves, Soergel bimodules, and categorification of affine Hecke algebras

    Equivariant coherent sheaves, Soergel bimodules, and categorification of affine Hecke algebras by Dodd, Christopher Stephen

    Published 2011
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  12. 12
    Geometric Langlands in prime characteristic

    Geometric Langlands in prime characteristic by Chen, Tsao-Hsien

    Published 2012
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  13. 13
    Quantum geometric Langlands correspondence in positive characteristic: the GLN case

    Quantum geometric Langlands correspondence in positive characteristic: the GLN case by Travkin, Roman (Roman Mikhailovich)

    Published 2012
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  14. 14
    Some results related to the quantum geometric Langlands program

    Some results related to the quantum geometric Langlands program by Singh, Bhairav

    Published 2014
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis
  15. 15
    Coherent sheaves on varieties arising in Springer theory, and category 0

    Coherent sheaves on varieties arising in Springer theory, and category 0 by Nandakumar, Vinoth

    Published 2015
    Other Authors: “…Roman Bezrukavnikov.…”
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    Thesis

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