G. Dijk

collaborators

2 papers

math.RT2006

$H^{*}$ -algebras and quantization of para-Hermitian spaces

Gerrit van Dijk, Michael Pevzner

In the present note we describe a family of $H^{*}$ -algebra structures on the set $L^{2} (X)$ of square integrable functions on a rank-one para-Hermitian symmetric space $X$ .

math.RT2005

Ring structures for holomorphic discrete series and Rankin-Cohen brackets

Gerrit van Dijk, Michael Pevzner

In the present note we discuss two different ring structures on the set of holomorphic discrete series of a causal symmetric space of Cayley type $G / H$ and we suggest a new interpr…

H∗-algebras and quantization of para-Hermitian spaces

Ring structures for holomorphic discrete series and Rankin-Cohen brackets

$H^{*}$ -algebras and quantization of para-Hermitian spaces