Unitary representations of the fundamental group of Orbifolds

Abstract

There is a well known bijective correspondence between isomorphism classes of polystable vector bundles $E$ with $c_i(E)=0$ for $i\ge 1$ on a smooth complex projective variety and equivalence classes of unitary representations of the fundamental group of the variety. We show that this bijective correspondence extends to smooth orbifolds.

revised version

References in corpus (1)

• Quotients by Groupoids