论文标题
空间形式中的双旋转和双辅助性超曲面
Biharmonic and biconservative hypersurfaces in space forms
论文作者
论文摘要
我们介绍了Biharmonic和Biconservativativativativativativativativativativativativativativativativativate Submanifolds的一些一般特性，然后对空间形式中此类超曲面的最新结果进行了调查。我们还通过用更普遍的双保存条件替换CMC假设，为Hypersurfaces提出了众所周知的Nomizu和Smyth的替代版本。
We present some general properties of biharmonic and biconservative submanifolds and then survey recent results on such hypersurfaces in space forms. We also propose an alternative version for a well-known result of Nomizu and Smyth for hypersurfaces by replacing the CMC hypothesis with the more general condition of biconservativity.
