【系综合学术报告】2026年第36期||The least index of harmonic maps from $S^{2n+1}$ into $CP^n$
发布时间:2026-08-25
系综合学术报告
报告人:王国芳(德国弗莱堡大学)
题目: The least index of harmonic maps from $S^{2n+1}$ into $CP^n$
摘要: A classical result of Urakawa tells us the index of the Hopf map from $S3$ into $S ^2$ is 4. Recently, T. Reviere obtained a rigidity result for harmonic maps from $S3$ into $S ^2$ with the least index 4. We refine his result and generalize all these results to higher dimensions. This is a joint work with Qun Chen and Mingwei Zhang.
时间:2026年8月31(星期一)上午10:00-11:00
地点:双清综合楼304
邀请人:韩小利