A Canonical Decomposition of Generalized Theta Functions on the Moduli Stack of Gieseker Vector Bundles

@inproceedings{KAUSZ2008ACD,
  title={A Canonical Decomposition of Generalized Theta Functions on the Moduli Stack of Gieseker Vector Bundles},
  author={IVAN KAUSZ},
  year={2008}
}
  • IVAN KAUSZ
  • Published 2008
In this paper we prove a decomposition formula for generalized theta functions which is motivated by what in conformal field theory is called the factorization rule. A rational conformal field theory associates a finite dimensional vector space (called the space of conformal blocks) to a pointed nodal projective algebraic curve over C whose marked points… CONTINUE READING