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- Alexander Braverman

University of Toronto - Department of Mathematics

Area of Research:

Email: abraverman@perimeterinstitute.ca

Phone: x8542

My main area of research is geometric representation theory (with applications to algebraic geometry, number theory and mathematical physics). Currently I am working on two main subjects: the first (jointly with M.Finkelberg and H.Nakajima) is an attempt to give a mathematically rigorous definition of

Coulomb branches of 3-dimensional N=4 super-symmetric gauge theories and their quantizations and study representations of the resulting non-commutative algebras.

The 2nd subject has to do with representation theory of p-adic groups (in particular, p-adic interpretation of Lusztig's asymptotic Hecke algebra and its generalizations).

- Conference on representation theory and Algebraic Geometry In honor of Joseph Bernstein, Weizmann Institute, June 2017, http://www.weizmann.ac.il/conferences/RTAG2017/
- Representation Theory at the Crossroads of Modern Mathematics (in honor of Alexandre Kirillov). Reims, May 29 - June 2, 2017 http://reims.math.cnrs.fr/pevzner/aak81.html
- String-Math seminar at University of California, Berkeley, https://math.berkeley.edu/~smirnov/MathPhysSeminar/SemArch/StringMathSpring2017.html
- Workshop on Hall Algebras, Enumerative Invariants and Gauge Theories November 14 - 18, 2016, The Fields Institute, http://www.fields.utoronto.ca/activities/16-17/hall-algebras
- Clay worskhop on geometric representation theory, Oxford University, September 2016

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