The rank-level duality for non-abelian theta functions

Abstract

We prove that the strange duality conjecture of Beauville-Donagi-Tu holds for all curves. We establish first a more extended rank-level duality, interesting in its own right, from which the standard rank-level duality follows by restriction.

References in corpus (1)

• The strange duality conjecture for generic curves

Cited by in corpus (2)

• Strange duality and the Hitchin/WZW connection
• Sheaves on abelian surfaces and Strange Duality