在多复变的众多基本问题中,有一类重要的问题是实流形在复流形中的双全纯等价性。
Among many fundamental problems in Several complex Variables is the biholomorphic equivalence problem for real submanifolds in a complex manifold.
本文讨论了Sasakian空间形式中具有平行平均曲率向量的C-全实子流形,得到了一个Simons型公式并且改进了S.Yamaguchi等的一个结果。
We have discussed the C-totally real submanifolds with parallel mean curvature vector of Sasakian space form, obtained a formula of J.
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