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19942026
most citedTowards a mathematical definition of Coulomb branches of -dimensional gauge theories, II

194 citations · 575 across the 53 of their papers we have counts for

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math.AG2026

Relative Langlands duality and Koszul duality

Alexander Braverman, Michael Finkelberg, Roman Travkin

Consider a pair of -dual hyperspherical varieties and equipped with equivariant quantizations , . Assume…

math.AG2024

Schwartz -densities for the moduli stack of rank bundles on a curve over a local field

Alexander Braverman, David Kazhdan, Alexander Polishchuk

Let be the moduli stack of rank bundles with fixed determinant on a smooth proper curve over a local field . We show how to associate with a Schwartz -dens…

math.AG2022

Coulomb branches of noncotangent type (with appendices by Gurbir Dhillon and Theo Johnson-Freyd)

Alexander Braverman, Gurbir Dhillon, Michael Finkelberg +2

We propose a construction of the Coulomb branch of a gauge theory corresponding to a choice of a connected reductive group and a symplectic finite-dimensio…

math.AG2018

Coulomb branches of 3-dimensional gauge theories and related structures

Alexander Braverman, Michael Finkelberg

These are (somewhat informal) lectures notes for the CIME summer school "Geometric Representation Theory and Gauge Theory" in June 2018. In these notes we review the results and co…

math.AG2014★ 10 cited

Twisted zastava and -Whittaker functions

Alexander Braverman, Michael Finkelberg

In this note, we extend the results of arxiv:1111.2266 and arxiv:1203.1583 to the non simply laced case. To this end we introduce and study the twisted zastava spaces.

math.AG2014

Gaiotto-Witten superpotential and Whittaker D-modules on monopoles

Alexander Braverman, Galyna Dobrovolska, Michael Finkelberg

Let be an almost simple simply connected group over complex numbers. For a positive element of the coroot lattice of let denote the space of based maps from the p…