DERIVATION ALGEBRAS FOR GROUP ALGEBRAS OF FINITE GENERATED ABELIAN GROUPS
有限生成可换群的群代数之导子代数
A Kind of Nilpotent Lie Algebras with NondegenerateInvariant Bilinear Form
一类带有非退化不变对称双线性函数的幂零李代数
Filters theory plays an important role in studying these logical algebras.
滤子理论在这些逻辑代数研究中扮演着非常重要的角色。
Monadic Boolean algebras also have an important connection to modal logic.
一元布尔代数还与模态逻辑有重要联系。
MAXIMAL NILPOTENT IDEALS AND ISOMORPHISMS OF LARGE SUBALGEBRAS OF NEST ALGEBRAS
大子代数中的极大幂零理想和代数同构
On Simple Connectedness and Fundamental Groups of Finitely Dimensional Algebras
关于有限维代数的单连通性和基本群
Simplify the axiom system of lattice implication algebras, which was given by Y.
给出的格蕴含代数的公理系统，并给出另一个公理系统。
The important role of residual lattice in the logic algebras system was verified.
说明了剩余格在逻辑代数系统中的重要地位。
Hereditary radicals and strongly semisimple radicals in normal classes of algebras
代数正规类中的遗传根与强半单根
The Subdirect Product Decomposition of a Class of Nonassociative Universal Algebras
一类非结合泛代数的次直积分解
Commutativity up to a factor is one of the invariants of isomorphisms among operator algebras.
算子的因子交换性是算子代数之间同构的不变量之一。
Two criteria reducibility of presentations of finite dimensional associative algebras are presented.
给出有限维结合代数上表示可约性得两个判别法。
Spatially of rank one and spectrally of rank one in strongly reducible maximal triangular operator algebras
强可约极大三角代数的空间一秩元和谱一秩元
In this paper, we study the subalgebra structure of the general linear Lie algebras over commutative rings.
本文研究了含幺可换环上一般线性李代数的子代数结构。
The paper introduces the generalized derivations of Lie triple systems by popularizing that of Lie algebras.
将李代数的广义导子的概念推广到李三系中。
And also we characterize the linear operators that strongly preserve commuting pairs of matrices over Boolean algebras.
同时也刻画了布尔代数上强保持交换矩阵对的线性算子。
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