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Title:
Polyhedral Liouville domains
Speaker:
Abstract:
In the early 2000s, Hori-Vafa proposed a Landau-Ginzburg model on a complex torus for any smooth toric Fano variety, whose potential was later interpreted in terms of Lagrangian Floer theory of a moment fiber by Cho-Oh. More recent work of Rietsch gives a realistic Landau-Ginzburg model for homogeneous varieties, that however contains many complex torus charts. I will describe the first step of a program aimed at interpreting each local potential in terms of Lagrangian Floer theory of a moment fiber in a toric Fano variety with arbitrary singularities.
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