- 更多网络例句与协变向量相关的网络例句 [注：此内容来源于网络，仅供参考]
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By the natural and harmonious relationship between differential forms and differential equations and between differential forms and vector analysis, we discuss the properties, which are covariant under the transformation of coordinates in the framework of differential forms, of particle motion in a central force field .
通过微分形式与微分方程和向量分析之间存在的自然而协调的关系，在微分形式框架下讨论了质点在有心力场中运动的特性并得出在坐标变换下其均是协变的
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In Riemannian manifolds, one studies Riemannian metric, covariant derivative, Riemannian connection, basic properties of the Riemann curvature tensor, curvature forms etc.
黎曼流形部分主要涉及黎曼度量，黎曼流形的定义，切向量场的协变微分，黎曼联络，黎曼几何的基本定理，曲率张量，曲率形式等概念和理论。
- 更多网络解释与协变向量相关的网络解释 [注：此内容来源于网络，仅供参考]
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covariant base vector：协(共)变基向量
协(共)变;共变式 covariant | 协(共)变基向量 covariant base vector | 协(共)变分量 covariant component
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covariant tensor：协(共)变张量
共变式系 covariant system | 协(共)变张量 covariant tensor | 协(共)变向量 covariant vector
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covariant vector：协(共)变向量
协(共)变张量 covariant tensor | 协(共)变向量 covariant vector | 协(共)变向量场 covariant vector field
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covariant vector：协变向量
协变微扰 covariant perturbation | 协变向量 covariant vector | 盖玻璃 cover glass
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covariant vector field：协(共)变向量场
协(共)变张量 covariant tensor | 协(共)变向量 covariant vector | 协(共)变向量场 covariant vector field
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covariant affine vector：共变仿射向量
covariance | 协方差 | covariant affine vector | 共变仿射向量 | covariant alternating tensors | 共变交错张量
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covariant component：协(共)变分量
covariant base vectors | 共变基向量 | covariant component | 协[共]变分量 | covariant coordinates | 共变坐标