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Algebroid Desingularizable Poisson Structures
We introduce algebroid desingularizable Poisson manifolds, those Poisson manifolds induced by a symplectic Lie algebroid with an almost-injective anchor. This class coincides with that of $E$-symplectic manifolds, and contains log-symplectic manifolds and $b^m$-symplectic manifolds. We give an infin
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