1.
Irreducible Representations of Jacobson-Witt Algebra;
Jacobson-Witt代数的不可约表示
2.
Cohomology and Nullcones of Jacobson-Witt Algebras;
Jacobson-Witt代数的上同调与幂零锥
3.
Nonnegative Z-homogeneous derivation for even parts of Witt Lie superalgebras
Witt李超代数的偶部非负Z-次数的导子
4.
Irreducible Modules of Generalized Witt Algebra W(2,1) over a Field of Characterize 2;
特征为2的广义Witt代数W（2，1）的不可约模
5.
Automorphisms, Derivations and Second Cohomology of a Class of Generalized Witt Algebras;
一类广义Witt代数的自同构，导子和2-上同调
6.
Irreducible Representations of Generalized Witt Algebra W(3,1) in Characteristic 2;
特征为2的域上的广义Witt代数W（3，1）的不可约表示
7.
Some Commutativity Theorems for Jacobson Semi-simple Rings
Jacobson半单纯环的几个交换性定理
8.
Graded Jacobson Radicals of Graded Rings --graded local rings and graded Artinian rings;
分次环的分次Jacobson根——分次局部环和分次Artin环(英文)
9.
Lie algebra structure on Virasoro algebra
Virasoro代数的Hom-李代数结构
10.
Of, relating to, or designating algebra.
代数的代数的，关于代数的或表示代数的
11.
Classifications of A(?)-Algebras and Extension Algebras of AT-Algebras;
A（？）-代数和AT-代数扩张代数的分类
12.
Exact Borel Subalgebras and Principal Subalgebras of Quasi-hereditary Algebras;
拟遗传代数的Exact Borel子代数与主子代数
13.
This paper introduces the branches and content of algebra, including general algebra, elementary algebra, advanced algebra and abstract algebra.
介绍代数学的分支与内容,包括代数学、初等代数、高等代数、抽象代数。
14.
The new method, Use-Case Driven Approach, which was invented by Ivar Jacobson, shows great vitality.
新出现的用例驱动的面向对象方法由Ivar Jacobson提出，显示了强大的生命力。
15.
CN Lie algebras, CS Lie algebras and Symmetry self - dual Lie algebras;
CN李代数、CS李代数与对称自对偶李代数
16.
Derivation Algebras and Automorphism Groups of (?)(2, 1) as a Dialgebra and a Leinbiz Algebra
（？）（2，1）作为对代数与Leibniz代数的导子代数与自同构群
17.
Clifford Algebra and M(?)bius Groups;
Clifford代数与M(?)bius群
18.
The Representations of Pointed Hopf Algebras;
Pointed Hopf代数的表示