数学杂志2022，Vol.42Issue(1)：14-26,13.
复二维空间形式中曲率椭圆是圆的辛临界曲面
SYMPLECTIC CRITICAL SURFACES WITH CIRCULAR ELLIPSE OF CURVATURE IN TWO-DIMENSIONAL COMPLEX SPACE FORMS
摘要
Abstract
We study the symplectic critical surfaces in two-dimensional complex space forms with the property that the ellipse of curvature is always a circle.By using the method of moving frame,we prove that such surfaces are minimal.The results enrich the contents of symplectic critical surface.关键词
辛临界曲面/曲率椭圆/极小曲面/复空间形式Key words
symplectic critical surfaces/ellipse of curvature/minimal surfaces/complex space forms分类
数理科学引用本文复制引用
何玲,田亭玉..复二维空间形式中曲率椭圆是圆的辛临界曲面[J].数学杂志,2022,42(1):14-26,13.基金项目
Supported by National Natural Science Foundation of China (11501548,12071352). （11501548,12071352）
