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ON THE SURFACES IN E^3 WHOSE MEAN CURVATURE VECTORS ARE EIGENFUNCTIONS

ON THE SURFACES IN E^3 WHOSE MEAN CURVATURE VECTORS ARE EIGENFUNCTIONS
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摘要 B. Y. Chen pointed out that a compact submanifold x: M^m→E^n is of finite type if and only if its mean curvature vector h satisfies P(△)h=0, where P is a non-trivial polynomial, and △ the Laplacian on M. It is an interesting question to find out the submanifolds satisfying the above equation. We have
作者 陈维桓
出处 《Chinese Science Bulletin》 SCIE EI CAS 1992年第2期174-175,共2页
基金 Project supported in part by the National Natural Science Foundation of China.
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