报告题目：Geometric flows in symplectic geometry
报 告 人：张享文 (University of California, Irvine)
会议时间：2022年11月4日 9:00开始
会议地点：腾讯会议：968-690-901
报告摘要：Abstract: Geometric flows have been proven to be powerful tools in the study of many important problems arising from both geometry and theoretical physics. Aiming to study the equations from the flux compactifications of Type IIA superstrings, we introduce the so-called Type IIA flow, which is a flow of closed and primitive 3-forms on a symplectic Calabi-Yau 6-manifold. Remarkably, the Type IIA flow can also be viewed as a flow as a coupling of the Ricci flow with a scalar field. In this talk, we will discuss the recent progress on this flow. This is based on a joint project with Fei, Phong and Picard.
报告人简介：张享文，加州大学欧文分校副教授。2007年本科毕业于中国科学技术大学，2012年在加拿大麦吉尔大学获得博士学位，2012-2015年在Columbia University 任Ritt 助理教授。2015年至今任职于加州大学欧文分校。主要研究领域为几何分析和偏微分方程。特别的，在几何流方面做出重要贡献，在 Invent. Math., JDG, Math. Ann., Adv. Math., JFA等高水平杂志发表论文二十余篇。
