具有 1/4 对称度量联络的黎曼流形的超曲面

Hypersurfaces of Riemannian Manifold with QuarterSymmetric Metric Connection

定义两种特殊的对称度量联络，证明了这些联络在黎曼流形的超曲面上的诱导联络仍然是对称度量联络．给出了关于这些联络的Ｇａｕｓ，Ｗｅｉｎｇａｒｔｅｎ公式和Ｇａｕｓ，Ｃｏｄａｚｉ方程，同时也得到了具有这些联络的黎曼流形超曲面的某些性质．

The hypersurface of Riemannian manifold with some special quartersymmetric metric connections is studied,formulas of Gauss,Weingarten and structure equations are given for these connections,and some properties are obtained for thus hypersurface.