Stable bundles and polyvector fields

Published 29 Apr 2010 in math.AG | (1004.5313v1)

Abstract: We introduce an algebra of Schouten-commuting holomorphic polyvector fields on the moduli space of stable G-bundles over a curve by using invariant forms on the Lie algebra. The generators begin in degree three -- we prove a vanishing theorem for degree two in the case of G=GL(n).

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Authors (1)

Nigel Hitchin

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