Europe/Lisbon — Online

Paul Biran

Paul Biran, ETH Zurich
Persistence and Triangulation in Lagrangian Topology

Both triangulated categories as well as persistence homology play an important role in symplectic topology. The goal of this talk is to explain how to put the two structures
together, leading to the notion of a triangulated persistence category. The guiding principle comes from the theory of Lagrangian cobordism.

The talk is based on ongoing joint work with Octav Cornea and Jun Zhang.