tensor geometry

Principle of Virtual Displacements and Tensor Geometry

虚位移原理与张量几何

By means of differential geometry, this article recognizes tensor field on manifold and its covered vector field, scalar field further, at the same time uncovers and depicts the inherent proper curvature meaning of the relativity background space-time ( IR~ 4,η).

从近代微分几何角度，进一步认识张量场及其所涵盖的标量场和矢量场，揭示刻画相对论时空背景的内禀曲率意义；

Tensor analysis creates on the basis of non-Euclidean geometry and abstract algebra appearance.

正是非欧几何和抽象代数的出现，使得张量分析得以产生。

Some applications of rotational transformation tensor to descriptive geometry

旋转变换张量在画法几何中的某些应用

Moreover, tensor analysis and Riemannian geometry developed deeply which promotes modern math development further.

而张量分析与黎曼几何的深入发展，极大地促进了现代数学的进步。

Teaching study on tensor section in the differential geometry course

微分几何中张量部分的教学研究

Within differential geometry are the concepts of fiber bundles and calculus on manifolds, in particular, vector and tensor calculus.

微分几何包含这样的概念：纤维束和流形上的微积分，特别是矢量与张量微积分。