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19982004
most citedInstanton counting via affine Lie algebras I: Equivariant J-functions of (affine) flag manifolds and Whittaker vectors

60 citations · 90 across the 4 of their papers we have counts for

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math.AG20041 cited

Instanton counting via affine Lie algebras II: from Whittaker vectors to the Seiberg-Witten prepotential

Alexander Braverman, Pavel Etingof

We introduce the notion of the (instanton part of the) Seiberg-Witten prepotential for general Schrodinger operators with periodic potential. In the case when the operator in quest…

math.AG200460 cited

Instanton counting via affine Lie algebras I: Equivariant J-functions of (affine) flag manifolds and Whittaker vectors

Alexander Braverman

For a semi-simple simply connected algebraic group G we introduce certain parabolic analogues of the Nekrasov partition function (introduced by Nekrasov and studied recently by Nek…

math.AG2002

On Euler Characteristic of equivariant sheaves

Alexander Braverman

Let be an algebraically closed field of characteristic and let be another prime number. O. Gabber and F. Loeser proved that for any algebraic torus over an…

math.AG2001

Gamma sheaves on reductive groups

Alexander Braverman, David Kazhdan

The purpose of this paper is to introduce and study certain irreducible perverse l-adic sheaves on a reductive group G over a finite field (we call them gamma-sheaves). One can con…

math.AG1999

Gamma-functions of representations and lifting

Alexander Braverman, David Kazhdan, V. Vologodsky

Let G be the group of points of a quasi-split reductive algebraic group over a local field F. It follows from the local Langlands conjectures that to every non-trivial additive cha…

math.AG1999

Crystals via the affine Grassmannian

Alexander Braverman, Dennis Gaitsgory

Let be a connected reductive group over $\CC$ and let be the Langlands dual group. Crystals for were introduced by Kashiwara as certain ``combinatorial sk…