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- This paper obtaines some pinching theorems of compactly minimal Submanifolds in a locally symmetric and conformal flat Riemannian manifold. 对局部对称共形平坦黎曼流形中具有平坦法丛的极小子流形作了一些讨论,得到了极小子流形是全测地的两个充分条件。
- We prove that these examples are complete.Moreover, these examples are not minimal submanifolds in the commom sense when the parameter $K\neq 0$. 证明了这些例子是完备的.;而且当参数%24K\\neq 0%24时得到的Hamilton极小子流形在通常意义下(即体积泛函对任何正常变分的临界点) 不是极小的
- And for the special case that M is a Spin minimal submanifold,the estimate of eigenvalue gap is given. 特别地当M为Spin-极小子流形时,给出了其特征值间距和特征值估计。
- totally real minimal submanifolds 全实极小子流形
- Stability of Minimal Submanifold and Harmonic Maps 极小子流形与调和映射的稳定性
- A GAP THEOREM FOR TOTAL SCACLAR CURVATURE OF MINIMAL SUBMANIFOLDS 关于极小子流形全纯量曲率的一个空隙定理
- Totally Real Minimal Submanifolds in a Low Dimensional Complex Projective Space 低维复射影空间中的全实极小子流形
- Minimal Submanifolds in a Riemannian Manifolds with Parallel Ricci Curvature 具有平行Ricci曲率黎曼流形中的极小子流形
- THE MINIMAL SUBMANIFOLDS IN A LOCALLY SYMMETRIC AND CONFORMAL FLAT RIEMANNIAN MANIFOLD 局部对称共形平坦黎曼流形中的极小子流形
- On pinching problem of sectional curvature on minimal submanifolds in a symmetric space 局部对称黎曼流形中极小子流形的截面曲率的pinching问题
- Intrinsic rigidity on minimal submanifolds in a Locally symmetric conformally flat Riemannian manifold 局部对称共形平坦黎曼流形上极小子流形的内蕴刚性积分不等式
- A Global Pinching Theorem of Minimal Submanifolds in the Locally Symmetric and Conformal Flat Riemannian Manifold 局部对称共形平坦黎曼流形中极小子流形的整体Pinching定理
- We stayed with friends, so our expenses were minimal. 我们住在朋友家,所以我们的花费很小。
- The Integral Inequalities of Minimal Submanifold in Quasi-constant Curvature Space 拟常曲率空间中极小子流形的内蕴积分不等式
- minimal submanifolds 极小子流形
- Fortunately, the storm only did minimal damage. 很幸运,暴风雨造成的破坏不大。
- The need for breadboarding is minimal. 要进行的实验很少。
- Property speculation was minimal. 物业炒卖活动已经沉寂下来。
- In this part we study mainly up the natural action of Abelian subgroups of SO(n,R) ,and get necessary and sufficient condition that these orbits of the action be the minimal submanifolds of Sn-1 (Theorem 1) 在这部分里,我们主要研究SO(n,R)的交换子群在S~(n-1)上的自然作用,并得出这些作用的轨道为S~(n-1)的极小子流形的充要条件(定理1)
- She gained only minimal recognition for her work. 她的工作仅仅得到极少的赞誉。