01:35:26
published on July 4, 2025
Introduction to the Physics of the KPZ Universality Class (3/3)
By Kazumasa Takeuchi
Floer homology for singular lagrangians and homological mirror symmetry of $CP^n$
Appears in collection : Giroux 60 - Convexity in contact and symplectic topology
I will explain how to define a version of Floer homology for Lagrangians with conical singularities and how, in good situations, this construction leads to the definition of localised mirror functors which generalise those of Cho-Hong-Lau. Then I will apply this construction to find the mirror of the pair $(CP^n, D)$ where $D={x_0=0} \cup {x_1...x_n=x_0^n }$. This is a joint work in progress with Georgios Dimitroglou Rizell.
