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Lie groupoids in generalized Kahler geometry
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Speaker: Marco Gualtieri, University of Toronto
Workshop on Lie Theory and Integrable Systems in Symplectic and Poisson Geometry
Title: Lie groupoids in generalized Kahler geometry
Abstract: I will give an outline of the recent progress in our understanding of generalized Kahler structures and their quantization, which uses tools from Lie groupoid theory such as symplectic Morita equivalence.
Workshop on Lie Theory and Integrable Systems in Symplectic and Poisson Geometry
Title: Lie groupoids in generalized Kahler geometry
Abstract: I will give an outline of the recent progress in our understanding of generalized Kahler structures and their quantization, which uses tools from Lie groupoid theory such as symplectic Morita equivalence.