Deformation Quantization of Pseudo Symplectic(Poisson) Groupoids

Details Deformation Quantization of Pseudo Symplectic(Poisson) Groupoids Deformation Quantization of Pseudo Symplectic(Poisson) Groupoids

2004-05-19

arxiv.org/abs/math/0405378v1

Mathematics

Quantum Algebra

23 pages

Scientific paper

We introduce a new kind of groupoid--a pseudo \'etale groupoid, which provides many interesting examples of noncommutative Poisson algebras as defined by Block, Getzler, and Xu. Following the idea that symplectic and Poisson geometries are the semiclassical limits of the corresponding quantum geometries, we quantize these noncommutative Poisson manifolds in the framework of deformation quantization.

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