A Subelliptic Taylor Isomorphism on Infinite-dimensional Heisenberg Groups

Abstract

Let G denote an infinite-dimensional Heisenberg-like group, which is a class of infinite-dimensional step 2 stratified Lie groups. We consider holomorphic functions on G that are square integrable with respect to a heat kernel measure which is formally subelliptic, in the sense that all appropriate finite dimensional projections are smooth measures. We… (More)

Topics

Cite this paper

@inproceedings{Gordina2011AST, title={A Subelliptic Taylor Isomorphism on Infinite-dimensional Heisenberg Groups}, author={Maria Gordina}, year={2011} }