Moment maps and equivariant Szego kernels
Abstract
Description
Suppose given an Hamiltonian action of a compact semisimple Lie group on a polarized complex projective manifold $(M,L)$. We study by means of microlocal techniques the local and global asymptotic behaviour of linear series on $M$ defined in terms of the action and the irreducible representations of $G$.
improvements in results and exposition, references added
improvements in results and exposition, references added