Berezin quantization of noncommutative projective varieties
Andreas Andersson
June 04, 2015
We show that Berezin quantization of certain compact manifolds carries over
to the noncommutative world. As an application we consider homogeneous spaces
for compact matrix quantum groups which generalize $q$-deformed projective
spaces, and we show that these can be obtained as Cuntz-Pimsner algebras
constructed solely from the representation theory of the quantum group.
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