学术报告（刘思阳 2025.1.7）
sotopy problems of Lagrangian spheres in algebraic surfaces
发布人：姚璐
发布日期：2025-01-02
主题
sotopy problems of Lagrangian spheres in algebraic surfaces
活动时间
-
活动地址
新数学楼416
主讲人
刘思阳（美国南加州大学）
主持人
李长征 教授
Abstract: Given two homologuous Lagrangian spheres in a given algebraic surface, under what conditions are they smoothly isotopic? Borman-Li-Wu gave an answer for rational surfaces, where all homologuous Lagrangian spheres are smoothly isotopic. Based on their result and some tools from Hodge theory, we show that certain type of homologuous Lagrangian spheres in some non-rational surfaces are also smoothly isotopic. This is a joint work in preparation with Yilong Zhang(张义龙).
