1) liberal orthogroup
毕竟丰富半群
2) Eventually liberal orthogroup
毕竟丰富纯整群并
1.
Eventually liberal orthogroups are defined and the structure of such semigroups is characterized.
给出了毕竟丰富纯整群并的定义,并对其进行了刻
3) eventually orthodox semigroup
毕竟纯整半群
1.
Rectangular group congruences on eventually orthodox semigroup;
毕竟纯整半群上的矩形群同余
4) eventually regular semigroup
毕竟正则半群
1.
Congruences and ■(■) relations on eventually regular semigroups;
毕竟正则半群上的同余及■(■)关系
2.
■(■) andγrelations on eventually regular semigroups;
毕竟正则半群上的■(■)与γ关系
3.
Group congruences on an eventually regular semigroup;
毕竟正则半群上的群同余
5) eventually strong wrpp semigroup
毕竟强wrpp半群
1.
The aim of this paper is to study eventually strong wrpp semigroup whose satisfy permutation idemtities,that is,eventually PI-strong wrpp semigroups,the structure of such semigroup is obtained.
半群S的每个L(**)-类都含有幂等元,就称S为毕竟wrpp半群,特别地,如果对任意a∈S,La(**)∩Ia都只含唯一的幂等元a+,就称为毕竟强wrpp半群。
6) eventually PI-strong wrpp semigroup
毕竟PI-强wrpp半群
1.
The aim of this paper is to study eventually strong wrpp semigroup whose satisfy permutation idemtities,that is,eventually PI-strong wrpp semigroups,the structure of such semigroup is obtained.
该文的目的是研究满足置换恒等式的毕竟强wrpp半群,即所谓的毕竟PI-强wrpp半群,得到毕竟PI-强wrpp半群的结构刻画。
补充资料：毕竟断
【毕竟断】
（术语）对于损伏断而言。无漏道之力，断灭烦恼之种子使不再生也。经量部所说。
（术语）对于损伏断而言。无漏道之力，断灭烦恼之种子使不再生也。经量部所说。
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