Title: Hamiltonian torus actions on symplectic orbifolds and toric varieties
Abstract:In the first part of the paper, we build a foundation for further work on Hamiltonian actions on symplectic orbifolds. Most importantly we prove the orbifold versions of the abelian connectedness and ...In the first part of the paper, we build a foundation for further work on Hamiltonian actions on symplectic orbifolds. Most importantly we prove the orbifold versions of the abelian connectedness and convexity theorems.
In the second half, we prove that compact symplectic orbifolds with completely integrable torus actions are classified by convex simple rational polytopes with a positive integer attached to each facet and that all such orbifolds are algebraic toric varieties.Read More
Publication Year: 1995
Publication Date: 1995-11-01
Language: en
Type: article
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Cited By Count: 1
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