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报告题目: Choosing points on cubic plane curves
报 告 人: Weiyan Chen
报告人所在单位: Tsinghua University
报告日期: 2022-04-21
报告时间: 15:00-17:00
报告地点: Tencent meeting ID: 861-8661-7196 Passcode: 123555
   
报告摘要:

It is a classical topic to study structures of certain special points on smooth complex 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 integer n? This work is joint with Ishan Banerjee.

4.21.pdf

   
本年度学院报告总序号: 445

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