Speaker: Francisco Villacis (University of Waterloo)
Title: Integrable Systems and It’s Applications to Mirror Symmetry
Abstract: Completely integrable systems and toric moment maps form an important set of tools for symplectic geometers. These give rise to Lagrangian fibrations, which in turn play an important role in quantization problems and are the main object of study in the SYZ formulation of mirror symmetry. In this talk I will give a brief overview of (completely) integrable systems, their relation to toric moment maps, and how these appear in the context of mirror symmetry.
