中科院数学与系统科学研究院
数学研究所
拓扑研讨班
报告人：陈伟彦（清华大学）
题 目：Choosing points on cubic plane curves
时 间：2021.03.26（星期五），09:30-11:30
地 点：数学院南楼N205室
摘 要：It is a classical topic to study structures of certain special points on complex smooth cubic plane curves, for example, the 9 flex points and the 27 sextactic points. We consider the following topological question asked by Farb: Is it true that the known algebraic structures give all the possible ways to continuously choose n distinct points on every smooth cubic plane curve, for each given positive integer n? This work is joint with Ishan Banerjee.
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