Henrique Bursztyn
April 2, 2021
Organized by Americas GNCG Seminar.

Relating Morita equivalence in algebra and geometry via deformation quantization.

The notion of Morita equivalence, native to ring theory, plays an important role in noncommutative geometry and has a geometric version in Poisson geometry (closely related to Morita equivalence of Lie groupoids). I will present some key aspects of Morita theory of Poisson structures and explain a concrete link with Morita equivalence of algebras via deformation quantization.

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