A Note on Symplectic Circle Actions and Massey Products
In this note we show that the property of having only vanishing Massey products in the equivariant cohomology is inherited by the set of fixed points of symplectic circle actions on closed symplectic manifolds. This result can be considered in a more general context of characterizing homotopic properties of symplectic Lie group actions.
Keywords: Symplectic circle action, Massey product
KeywordsCohomology Class Symplectic Manifold Symplectic Structure Equivariant Cohomology Euler Class
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