Lattice formulas for rational SFT capacities of toric domains

Siegel has recently defined ‘higher’ symplectic capacities using rational SFT that obstruct symplectic embeddings and behave well with respect to stabilisation. I will report on joint work with Julian Chaidez that relates these capacities to algebro-geometric invariants, which leads to computable, combinatorial formulas for many convex toric domains.

Date

Affiliation

Washington University

Speakers

Ben Wormleighton