Kahler-type embeddings of balls into symplectic manifolds

Speaker

Michael Entov (Technion)

Date

Mon, Mar 20 2023, 2:30pm

Location

384I

A symplectic embedding of a disjoint union of balls into a symplectic manifold M is said to be of Kahler type if it is holomorphic with respect to some (not a priori fixed) integrable complex structure on M compatible with the symplectic form. I'll discuss when such embeddings into a closed symplectic manifold exist and when two of them can be mapped into each other by a symplectomorphism.