submanifold 中文意思是什麼

submanifold 解釋
子簇
  1. A compact minimal submanifold of sasakian space form

    空間形式中的緊致極小子流形
  2. Complex analytic submanifold

    復解析子流形
  3. While the new components having the same numbers with these original physical vectors are introduced and the new components are combined with those original physical components to form a new symplectic space, the ray problem of wave propagation in geometrical optics is converted into the problem of lagrange submanifold in the symplectic space

    通過引入波向量（慢度向量） ，將物理空間中幾何光學的射線問題轉化為辛空間中的lagrange子流形（超曲面）問題。
  4. The global properties of minimal submanifold and k hler complex submanifold

    復子流形的整體性質
  5. Since the cause of caustics phenomena is that the tangent plane of lagrange submanifold in caustic fields is perpendicular to the original physical space, we solve the high frequency asymptotic problem in a new mixed space by changing the projecting direction, then we get the high frequency asymptotic solutions of wave equations efficiently near and on the caustics

    由於出現焦散現象的原因在於lagrange子流形在該處的切平面與物理空間垂直，通過轉換適當的投影方向，然後將這個投影方向上得到的高頻近似解再變換回到原來的物理空間中，得到了在焦散附近適用的高頻近似解。
  6. In the third second, we study a closed oriented submanifold with parallel mean curvature vector field in a sphere. let s = s - nh2. we fist obtain a pinching theorem on 5

    第三節中研究了歐氏球面中具有常平均曲率向量子流形，獲得兩個結果，其中一個結果推廣了h
  7. Then a probability distribution of the states at the equilibrium corresponding a self - assembly model. all the possible can form a manifold called s, and the probability distribution of the states self - assembly system reached form a submanifold of 5 ", called a. so the difference of two self - assembly model is the division of two probability distribution at the manifold

    這里，我們利用信息幾何的知識給出了dna自裝配的一個形式化模型，以分子兩兩構成的組合的個數為分量組成的向量表示自裝配過程中的一個狀態，那麼，當每自裝配系統達到平衡時，就有一個關于這些狀態的一個概率分佈，所有可能的概率分佈形成了一個微分流形s 。
  8. In this paper, we studied the co - dimension decreasing of submanifold. we point out that on certain condition, the co - dime nsion can be reduced to 1

    本文研究了常曲率空間子流形余維數減少的問題，說明了在一定條件下，余維數可以減少到1
  9. The compact minimal submanifold of a locally symmetric and conformally flat riemannian manifold are studied, and obtain the following intrinsic rigidity theorem. i. e. if m be a compact minimal submanifold of a locally symmetric and conformally flat riemannian manifold n ( superscript n + p )

    摘要研究了局部對稱共形平坦黎曼流形的緊致極小子流形，即設m是局部對稱共形平坦黎曼流形的n維緊致極小子流形，得到了這種子流形的若干內蘊剛性積分不等式，給出了流形全測地的限制條件。
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