%0 Journal Article
%T Szego Kernels and Finite Group Actions
%A Roberto Paoletti
%J Mathematics
%D 2001
%I arXiv
%X In the context of almost complex quantization, a natural generalization of algebro-geometric linear series on a compact symplectic manifold has been proposed. Here we suppose given a compatible action of a finite group and consider the linear subseries associated to the irreducible representations of $G$, give conditions under which these are base-point free and study properties of the associated projective morphisms. The results obtained are new even in the complex projective case.
%U http://arxiv.org/abs/math/0106026v2