1.
The Properties of Zn[i] and Zero-Divisor Semigroups of Some Simple Graphs;
模n高斯整数环的性质与某些简单图的零因子半群
2.
The Zero Divisor and Unit Group of Quotient Ring of nZ on mnZ
nZ关于mnZ的商环的零因子与单位群
3.
The p～＊-Nilpotency and θ-Pairs for Subgroups on Finite Groups;
有限群的p～＊-幂零性和子群的θ-子群偶
4.
The Lattice of Weakly Inverse Subsemigroups of a Weakly Inverse Semigroup and the Lattice of Full Subsemigroups of a Regular Semigroup;
关于弱逆半群的弱逆子半群格及正则半群的全子半群格
5.
On the Structure of π-Left Zero Semigroups and Their Lattice of Congruences;
关于π-左零半群的结构及其同余格
6.
Congruences on Nil-extension of a Clifford Semigroup
Clifford半群的诣零扩张上的同余
7.
Two Classesof π-Regular Semigroups with particular Lattices of Subsemigroups
具特殊子半群格的两类π-正则半群
8.
The maximal regular subsemigroups of singular order-preserving transformation semigroups
奇异保序变换半群的极大正则子半群
9.
A family maximal free submonoids of the free monoid X~*
半群X~*的一族极大自由幺子半群
10.
These did not seem to belong to large families, but were isolated examples, and so became known as sporadic groups.
由于它们是一些孤立的例子，无法归入大的类中，因而被称作零星群。
11.
The Zero-divisors and the Unit Group of Quaternion Algebra Z_n[i,j,k]
Z_n上四元数代数Z_n[i,j,k]的零因子和单位群(英文)
12.
The Finite Group that the Order of Maximal Nilpotence Subgroups are Prime Power
极大幂零子群的阶为素数幂的有限群
13.
F-S-Supplement of the Mininal Subgroups and p-nilpotentcy of Finite Groups
极小子群的F-S-补与有限群p-幂零性
14.
Bi-filters, Bi-ideal subsets and semilattice deco mpositions of semigroups
双滤子、双理想子集与半群的半格分解
15.
The Zero-divisor Graphs of R(+)M and R(?)I
R（+）M与R（？）I的零因子图
16.
One tall boy stood aloof from all the small children.
这个高个子男孩原理那群小孩孤零零地站着。
17.
"At absolute zero, a pure semiconductor has all of its electrons tightly bound and acts as an insulator."
在绝对零度时,纯半导体所有电子都紧紧结合在一起,因而显示出绝缘体的性质。
18.
The superspecial radical is defined, it is the upper radical, determined by the rings class consisted without divisors of zero and absolutely semiprings. And it is a special radical.
定义了超特殊根，即由无零因子的绝对半素环类所确定的上根，并证明了它是一个特殊根。