Connections on Conformal Blocks

Abstract

For an algebraic group G and a projective curve X, we study the category of Dmodules on the moduli space Bun0 of principal G-bundles on X using ideas from conformal field theory. We describe this category in terms of the action of infinitesimal Hecke functors on the category of quasi-coherent sheaves on Bun0 . This family of functors, parametrized by the… (More)

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Cite this paper

@inproceedings{Rozenblyum2011ConnectionsOC, title={Connections on Conformal Blocks}, author={Nikita Rozenblyum and Jacob Lurie and Mark J. Behrens and Mike Hopkins and Sylvain E. Cappell}, year={2011} }