indecomposable

Representation Theory of Artin Algebras is a subject in which one mostly studies structures of finite dimension algebras, indecomposable representations and global construction of module categories.

代数表示论主要研究有限维代数的结构、不可分解表示和模范畴的构造。

The Theory of Linear Operators on a Class of Indecomposable Banach Spaces and Related Problems

一类不可分解Banach空间上线性算子理论及有关问题

ANOTHER CHARACTERIZATION OF THE CONDITION FOR THE INDECOMPOSABLE MODULES TO BE DETERMINED BY THEIR COMPOSITION FACTORS Tensor Product of Modules and Indecomposables Module for Quantum Algebras

自入射代数的不可分解模由合成因子决定条件的另一刻划量子代数模的张量积与不可分解模

This is an indecomposable substance.

这是不能分解的状之.

The main conclusion of Kac Theorem is the correspondence between the set of the dimension vectors of indecomposable representations of a graph and the set of positive roots of the matrix associated to the graph.

图的不可分解表示的维数向量与由图所对应的矩阵定义的正根系之间的对应是Kac定理反映的主要内容。

As an important branch of mathematics, the theory of representation of algebras was developed in the seventies of the twentieth century and mainly studies the structure of finite-dimensional algebra, indecomposable representation and the construction of module category.

代数表示论则是兴起于二十世纪七十年代的一个重要数学分支，主要研究有限维代数的结构，不可分解表示和模范畴的构造。

Conditions for the Indecomposable Modules to be Determined by Their Composition Factors

不可分解模由合成因子决定的条件

In this paper, it is proved that if A is a indecomposable coherent semilocal ring, and every principal ideal has finite projective demension, then A is a GCD. by using homological method combined with method in ring theory.

本文采用同调代数与环论相结合方法证得定理：若A是一个不可分的凝聚半局部环，且每个主理想有有限投射维数，则A是最大公因子整环。