报告题目：Reflection vectors, monodromy data and Dubrovin conjecture
报 告 人：John Alexander Cruz Morales
所在单位：Universidad Nacional de Colombia
报告时间：2024年11月13日 16:30-17:30
报告地点：吉林大学数学楼第五研讨室
报告摘要: Using the notion of reflection vectors (which only depends on the second structure connection) I will show how to get explicitly the Stokes and central connection matrices for a semisimple Frobenius manifold. In the case of quantum cohomology, I will discuss some implications for the so-called Dubrovin conjecture which relates the quantum cohomology of a (Fano) manifold with its bounded derived category of coherent sheaves. This is a joint work with Todor Milanov.
报告人简介：John Alexander Cruz Morales is an associate professor at Universidad Nacional de Colombia. He is mainly interested in mirror symmetry and related topics such as derived categories, integrable systems and representation theory.
