Ruprecht-Karls-Universität Heidelberg
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Informationen für
„Equivariant symplectic capacities“
Jean Gutt, Köln

We study obstructions to symplectically embedding a cube (a polydisk with all factors equal) into another symplectic manifold with boundary of the same dimension. We find sharp obstructions in many cases, including all "convex toric domains" and "concave toric domains" in Cn. The proof uses analogues of the Ekeland-Hofer capacities, which are conjecturally equal to them, but which are defined using S1-equivariant symplectic homology. This is joint work with Michael Hutchings.

Montag, den 24. Juli 2017 um 09:20 Uhr, in Mathamatikon, SR 3 Montag, den 24. Juli 2017 at 09:20, in Mathamatikon, SR 3

Ankündigung / Poster (pdf)