tensor algebra

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。

Strongly Irreducible Operators in the Algebra of the Tensor Product of Well-Ordered Nests

良序套张量积的代数中的强不可约算子

STUDYING TO SUPER-SYMMETRIC ALGEBRA GSU_2 ⅱ. Racah Coefficient and irreducible tensor operator

超对称代数GSU2的研究Ⅱ.Racah系数和不可约张量算符

Tensor algebra is tied to coordinates.

张量代数则离不开坐标系.

We shall have studied the irreducible tensor of the GSU_2 algebra too, and established the Wigner theorem on a irreducible tensor and the project theorem on a tensor of 1 rank.

作者还研究了GSU2的不可约张量算符，给出了有关不可约张量的Wigner定理，一秩张量的投影定理等一系列结果。