基本释义:

左诺特半群

网络释义

1)left noetherian semigroup,左诺特半群

2)left C-semigroup,左C-半群

3)Left C-semigroups,左C-半群

4)left inverse semigroup,左逆半群

5)left Clifford semigroup,左Clifford半群

6)left C a semigroup,左C-a半群

用法和例句

In this paper,we investigate another structure of left C-semigroups by means of the wreath product,and the wreath product structure of left C-semigroups is obtained.

利用半群圈积的概念得到了左C-半群的又一种结构——圈积结构。

Shum extended Clifford semigroups in the class of regular semigroups and gave the definition of left C-semigroups in 1991.

1991年，朱聘瑜，郭聿琦和岑嘉评在正则半群范围内，对Clifford半群进行了推广，定义了所谓左C-半群，不仅对左C-半群的特征进行了刻画，而且给出了左C-半群的ξ-积结构。

A construction of left inverse semigroups;

左逆半群的构造(英文)

This paper gives a necessary and sufficient condition for the semidirect product of two semigroups which are not monoids to be a left Clifford semigroup.

给出了两个非含幺半群的半直积是左Clifford半群的充要条