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• W2116948255 abstract "Let G be a quasi-Hermitian Lie group and let K be a maximal compactly embedded subgroup of G. Let be a unitary repre- sentation of G which is holomorphically induced from a unitary repre- sentation of K. We introduce and study a notion of complex-valued Berezin symbol for an operator acting on the space of and the corre- sponding notion of Stratonovich-Weyl correspondence. This generalizes some results already obtained in the case when is a unitary character, see (19). As an example, we treat in detail the case of the Heisenberg motion groups." @default.
• W2116948255 created "2016-06-24" @default.
• W2116948255 creator A5054803449 @default.
• W2116948255 date "2014-12-23" @default.
• W2116948255 modified "2023-09-27" @default.
• W2116948255 title "Stratonovich-Weyl correspondence via Berezin quantization" @default.
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