1) unipotent monoid
单幂幺半群
1.
As a generalization of the theory of normal bands of groups,some characteristics and the twisted spined product structure of normal bands of unipotent monoids are given by use of SRMSun semigroups and Green relations,regular elements and restrictions in the general construction fuctions on them.
作为群的正规带理论的拓展 ,本文利用SRMSum—半群和其上的Green关系、正则无集合及一般结构的限制给出了单幂幺半群的正规带的若干特征和扭织积结
2.
Properties of semilattices of Rees matrix semigroups over unipotent monoids are studied.
研究了单幂幺半群上Ｒｅｅｓ矩阵半群的半格的性质并给出了矩形单幂幺半群的半格的若干等价刻划。
2) rectangular unipotent monoid
矩形单幂幺半群
1.
Characterizations and structures of strong semilattices of rectangular unipotent monoids are studied.
本文研究了矩形单幂幺半群的强半格的特征和结
2.
Some characterizations of semilattices of rectangular unipotent monoids are given.
研究了单幂幺半群上Ｒｅｅｓ矩阵半群的半格的性质并给出了矩形单幂幺半群的半格的若干等价刻划。
3) unipotent semigroup
幂幺半群
1.
The localization of semigroups with cetral idempotents and the smallest unipotent semigroup congruences;
幂等元位于中心的半群的局部化和最小幂幺半群同余
4) idempotent element monoids
幂等元幺半群
1.
Some equivalent conditions out of condition (E′) were given and some equalizer-flat category characters of idempotent element monoids were discussed by using condition(E)and equalizer-flat.
给出了条件(E)的推广即条件(E′)的等价刻画,并利用条件(E′)和均衡平坦性给出了幂等元幺半群的S-系范畴特征,即证明了若S是幂等元幺半群则所有S-系是均衡平坦的,所有S-系满足条件(E′),所有S-系满足条件(E)是等价的。
5) fuzzy power monoid
模糊幂幺半群
1.
In this paper,fuzzy sets theory is used to power semigroups,and the concepts of fuzzy power semigroups(resp monoids) and normal fuzzy power monoids are introduced and some related properties and structures are considered systematically.
将模糊集理论运用到幂半群,给出了模糊幂半群(幺半群)和正规模糊幂幺半群的定义,进一步研究了其性质和结构。
6) Unipotent subgroup
幺幂子群
1.
Automorphisms of the unipotent subgroup of the Chevalley group over the integral ring;
整数环上Chevalley群的幺幂子群的自同构
2.
Let U be the upper triangular unipotent subgroup of the general linear group GL(n+1,Z).
设U是整数环Z上一般线性群GL(n + 1,Z)的上三角幺幂子群 ,讨论U的自同构 ,证明了当n≥ 3时 ,U的任一个自同构都可以唯一地表示为图自同构、对角自同构、内自同构、极自同构、中心自同构的乘积 ;当n=1,2 时 ,对 U 的自同构也进行了讨论 。
补充资料：单幺
1.单细胞微生物。
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