摘要
本文运用外微分运算的方法和在欧氏空间中将共形变换分解成若干个运动与反演变换的乘积的结果,得到在共形变换下极小子流形仍为极小子流形的条件。并且,由此得到一个推论。
In this article,by make use of the exterier differential calculus and secparateof the conformal transformation into several products of movoment and inversiontransformation in Euclidean Space.We can get the conditions that the minimalsubmanifold keep to itself under the conformal transformation and from them weget a corollary.
出处
《数学杂志》
CSCD
北大核心
1992年第2期203-207,共5页
Journal of Mathematics