minimal submanifold 极小子廖
immersed submanifold 浸入的子廖
compact submanifold [数] 紧子流形
lagrangian submanifold lagrangian子流型
open submanifold [数] 开子流形
linear submanifold 线性子流形
closed submanifold [数] 闭子流形
Does the "antipodal" map A of M restricted to a complete totally geodesic submanifold agree with that of MlFinally we study the gradient push on the Riemannian manifolds with positive sectional curvatures and obtain the following result.
则M上的对径映射限制在其全测地子流形上是否就是M上的对径映射本身? 最后,我们研究了正截面曲率黎曼流形上梯度推的性质,并证明了如下结论。
参考来源 - 曲率有下界的黎曼流形·2,447,543篇论文数据，部分数据来源于NoteExpress
Lie triple systems were introduced in connection with the symmetric space and the totally geodesic submanifold.
李三系最初源于对称空间及全测地子流形的研究。
And then we will see that in the framework of diffeomorphism group the symplectic quotient is torus bundle over the moduli space of special submanifold.
然后，我们将看到微分同胚群作用下的辛商为特殊子流形模空间上的以环面为结构群的丛。
We discuss topologies for complex J-symplectic spaces and prove that each complete J-Lagrangian submanifold of the complex J-symplectic spaces a closed set.
讨论了有限维和无限维复J-辛空间上的拓扑，并证明了复J-辛空间的每一个完全J-Lagrangian子流形都是闭集。
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