Past Member
Roman Travkin
Funding provided by the National Science Foundation and the James D. Wolfensohn Fund
Affiliation
Mathematics
Field of study
Algebraic Geometry, Representation Theory
From
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Roman Travkin studies quantizations in characteristic p, with applications to geometric Langlands duality for D-modules in characteristic p and to other problems. He also wants to develop a theory of canonical quantization of symplectic schemes over Z/pn-schemes. Additionally, he is working on some questions related to categorical Hecke algebras.
Visits
Member
School of Mathematics
–
Degrees
Massachusetts Institute of Technology
Ph.D.
2012