1.
An Isometry on Tensor Product of C~*-Algebras;
C~*-代数张量积的一类等距问题
2.
Leibniz Algebras Defined by Tensor Product of Lie Algebras
李代数的张量积所确定的Leibniz代数
3.
Complexity of Tensor Product of Koszul Algebras
Koszul代数的张量积的复杂度
4.
Oriented quantum coalgebra structure on the tensor product of an oriented quantum coalgebra with itself
定向量子余代数与其自身张量积上的定向量子余代数结构(英文)
5.
Duality Theorem and Cross Product Hopf Algebras in Braided Tensor Categories;
辫子张量范畴中的对偶定理和交叉积Hopf代数
6.
Printer Calibration Based on B-spline Tensor Product
基于张量积样条函数的打印色彩校正
7.
Homological Dimension and Tensor Identity of Representations of Quantum Algebras;
量子代数表示的同调维数及张量等式
8.
Construction of the Encryption Matrix Based on Matrices Tensor Production
基于矩阵张量积的数据加密矩阵的构造
9.
Tensor algebra is tied to coordinates.
张量代数则离不开坐标系。
10.
Promotion of a Left Semi-tensor Product-Extensive-tensor Product and Its Property
矩阵左半张量积的推广——泛张量积及其性质
11.
The Differential/Integral Relations between Stress-strain Tensor and Strain Energy Function of Nonlinear Elastic Solids
非线性超弹性体应力应变张量与应变能函数之间的微积分关系
12.
The Derivations and Central Extensions of a Class of Lie Algebras over Quantum Torus
量子环面上一类李代数的导子和中心扩张
13.
Classifications of A(?)-Algebras and Extension Algebras of AT-Algebras;
A（？）-代数和AT-代数扩张代数的分类
14.
The definition of work suggests a third process of vector algebra, namely, scalar multiplication of two vectors.
功的定义用到矢量代数的第三种运算，即两个矢量的标积。
15.
Introduction, Reviews and Concepts of Functions, Differentiation, Vector Algebra, Vector differetiation, Vector Integral, Orthogonal Curvilinear Coordinates.
课程介绍及授课计划、数观念及复习、分、量代数、量微分、量积分、交曲线座标、分方程式。
16.
Universal Central Extensions of Novikov-Poisson Algebras
Novikov-Poisson代数的泛中心扩张
17.
Ore Extensions of Quasitriangular Hopf Algebras
拟三角Hopf代数的Ore-扩张
18.
Generic Modules for Trivial Extension Algebras A∝M
平凡扩张代数A∝M的Generic模