Talk page

Title:
Symplectic capacities of p-products

Speaker:
Pazit Haim-kislev

Abstract:
A generalization of the cartesian product and the free sum of two convex domains is the p-product operation. We investigate the behavior of symplectic capacities with respect to symplectic p-products, and we give applications related to Viterbo's volume-capacity conjecture and to p-decompositions of the symplectic ball.

Link:
https://www.ias.edu/video/symplectic-capacities-p-products