An
approach to gauged Gromov-Witten theory
Constantin Teleman (Berkeley)
I will discuss an approach to the
construction of 2-dimensional TQFT's associated to a projective
manifold with reductive group action, involving K-theory and avoiding
stability conditions and the problem of singularities which cause
difficulties in the standard approaches. Time permitting, I will
also propose a 'gauged mirror model' which enhances the usual mirror
dual description to include group actions.