Integrable Deformations and Frobenius-Saito Structures, II


李自然 ( National Taiwan University )
2017-03-20  15:30 - 18:00
Room 103, Mathematics Research Center Building (ori. New Math. Bldg.)

This is the continuation of the talk "Integrable Deformations and Frobenius-Saito Structures I." We will follow the book in the Reference item to proceed with the introduction to integrable deformations and Frobenius-Saito structures. We plan to discuss the following topics:
(a) The Saito structure and its correspondence to the Frobenius structure;
(b) The infinitesimal period mapping, the universal semisimple Frobenius-Saito structures, and the Frobenius-Saito structure of type A_d.
Reference: C. Sabbah, Isomonodromic Deformations and Frobenius Manifolds: An Introduction. Chapters VI and VII.