Abstract
We introduce notions of Morita equivalence for both twisted symplectic groupoids and integrable twisted Poisson manifolds without terms of groupoids. We show that two integrable twisted Poisson manifolds are Morita equivalent if and only if their associated groupoids are Morita equivalent as twisted symplectic groupoids.
Citation
Yuji HIROTA. "Geometric Morita Equivalence for Twisted Poisson Manifolds." Tokyo J. Math. 31 (1) 185 - 193, June 2008. https://doi.org/10.3836/tjm/1219844831
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