1) rpp semigroup
rpp半群
1.
A semigroup S is called a left C-rpp semigroup if S is a strongly semigronp such that L~((l)) is a congruence on S;and for all e~2=e∈S,eSSe.
半群S称为左C-rpp半群,如果S是强rpp半群,且满足L(l)是同余且对于任意幂等元e,都有eSSe。
2.
About of rpp semigroups, Fountain firstly studied properties and structure of C — rpp semigroup[6], then Y.
rpp半群作为正则半群的一个重要推广,其研究受到人们的广泛关注。
2) semi-rpp semigraips
半rpp半群
3) C-rpp semigroup
C-rpp半群
1.
The least C-rpp semigroup congruence on Ehresmann-typed rpp semigroups;
Ehresmann型rpp半群的最小C-rpp半群同余
2.
This paper discusses the semidirect product of two semigroups in the range of rpp semigroups,gives a necessary and sufficient condition for the semidirect product of two semigroups which are not monoids to be a C-rpp semigroup,and promotes some research results of this field.
在rpp半群范围内讨论半群的半直积,给出了两个一般半群的半直积是C-rpp半群的充要条件,推广了该领域的一些研究成果。
4) strongly rpp semigroup
强rpp半群
1.
A characterization for eventually strongly rpp semigroups;
毕竟强rpp半群的一个刻划
5) rpp-semigroup
rpp-半群
1.
Green-relation, has recently been introduced for the research of rpp-semigroup.
半群理论中已有经典的Green-关系和Green-关系，最近，一种新型的Green-关系被引入用于研究rpp-半群。
6) F-rpp semigroup
F-rpp半群
1.
A rpp semigroup is called an F-rpp semigroup if there exists a left cancellative monoid congruence p on S1 such that each p-class of S contains a greatest element with respect to ≤l.
其次，利用左消幺半群同余和自然偏序≤_l，定义了F-rpp半群。
2.
A right adequate monoid of type F is defined as a right adequate monoid which is an F-rpp semigroup.
右适当幺半群S称为型F的,如果S是F-rpp半群。
补充资料：Gauss半群
Gauss半群
Gauss semi-group
C越沼半群IC恤明弥澎”云一，谈甲:rayeeo.a，.彻yrpynna」 一个有单位元，满足消去律的交换半群，在其中任意非可逆元素a都能分解为不可约元素(即不能表成非可逆因子的乘积的元素)的乘积;其次，对于任意两个这样的分解 “二b:…瓦和a‘c，二，cl来说，都有k=l，并且必要时对因子重新编号后，可得 b:=c。。，，一、瓦=q乓，这里。.，…，气是可逆元素.Gad洛半群的典型的例子包括非零整数的乘法半群和一个域上一元非零多项式的乘法半群.C饱理弥半群中任意两个元素都有最大公因子.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条