Poisson structures on algebraic threefolds
Druel Stephane
math.AGarXiv:math/9803069
Abstract
The aim of this paper is to find all algebraic threefolds admitting quasi-regular Poisson structure. There are three types of such varieties: abelian varieties, smooth flat conic bundles over abelian surfaces and quotients of the product of a curve and a symplectic surface by a finite group.
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