报告摘要：An ovoid $O$ of a finite classical polar space $\cP$ of rank $r>1$ is a subset of points  of $\cP$ that has exactly one  point in common with each maximal totally singular or isotropic subspace of $\cP$. If an ovoid $O$ admits a subgroup $H$ of $\textup{P}\Gamma\textup{U}(n+1,q^2)$, it is called transitive. In this talk, we complete the classification  of transitive ovoids of finite Hermitian polar spaces.

This is joint with Prof. Tao Feng.    

报告人：李伟聪博士 (南方科技大学)

时间：2020/11/2815:00-16:00      

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