Persistence and Triangulation in Lagrangian Topology

Persistence and Triangulation in Lagrangian Topology

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Paul Biran, ETH, Zürich

Zoom link:  :  https://umontreal.zoom.us/j/94366166514?pwd=OHBWcGluUmJwMFJyd2IwS1ROZ0FJdz09    

Triangulated categories play an important role in symplectic topology. The aim of this talk is to explain how to combine triangulated structures with persistence module theory in a geometrically meaningful way. The guiding principle comes from the theory of Lagrangian cobordism. The talk is based on ongoing joint work with Octav Cornea and Jun Zhang.