Symplectic critical surfaces with mean curvature vector of constant length in two-dimensional complex space forms-武汉大学数学与统计学院

报告题目:

Symplectic critical surfaces with mean curvature vector of constant length in two-dimensional complex space forms

报告人:

何玲副教授（天津大学）

报告时间:

报告地点:

理学院东北楼四楼报告厅（404）

报告摘要:

In this talk, we prove that symplectic critical surfaces with mean curvature vector of constant length in two-dimensional complex space forms are minimal. Moreover, such surfaces in two-dimensional complex space forms of non-zero constant holomorphic sectional curvature are holomorphic.