1) semi-rpp semigraips
半rpp半群
2) 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。
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。
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