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| ON CURVATURE PINCHING FOR MINIMAL ANDKAEHLER SUBMANIFOLDSiWITH ISOTROPICSECOND FUNDAMENTAL FORM |
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Citation： |
Shen Yibing.ON CURVATURE PINCHING FOR MINIMAL ANDKAEHLER SUBMANIFOLDSiWITH ISOTROPICSECOND FUNDAMENTAL FORM[J].Chinese Annals of Mathematics B,1991,12(4):454~463 |
| Page view： 927
Net amount： 770 |
Authors： |
Shen Yibing; |
Foundation： |
Projects supported by the National Natural Science Fund & K, C. Wang's Educational Fund. |
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| Abstract： |
An isometrically immersed submanifold is said to have isotropic second fundamental form if the length of the second fundamental form related into any normal vector is the same one. In this note, some curvature pinching theorems for compact minimal (resp. Kaehler) submanifolds in $S^{n+p}(c)$(resp. $CP^{n+p}(c)$) with isotropic second fundamental form are given. |
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