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Topology of Spaces of Equivariant Symplectic Embeddings by Pelayo, Alvaro is a scholarly article available to read on EtoBox.

What is Topology of Spaces of Equivariant Symplectic Embeddings about?

We compute the homotopy type of the space of T^n-equivariant symplectic embeddings from the standard 2n-dimensional ball of some fixed radius into a 2n-dimensional symplectic-toric manifold M, and use this computation to define a Z-valued step function on the positive real line which is an invariant of the symplectic-toric type of M. We conclude with a discussion of the partially equivariant case of this result.

Author

Pelayo, Alvaro

Published

2007

Language

EN