报告人：何玲（中科院数学所）

时 间：2015年6月12日（周五）14:00——15:00

地 点：信息楼0343（数学系研讨室）

题 目：On conformal minimal immersion of S2 into

quaternionic projective space

摘 要：In this report, we study geometry of conformal minimal two-spheres immersed in quaternionic projective spaces. We firstly use A.Bahy-El-Dien and J.C.Wood’s results to obtain some characterizations of the harmonic sequences generated by conformal minimal immersions from S2 to the quaternionic projective space HP2. Then we give a classification theorem of linearly full totally unramified conformal minimal immersions of constant curvature from S2 to the quaternionic projective space HP2.