1) P-disjunctive strong P-inversive semigroup
P-析取强P-反演半群
1.
In this paper, the concept of strong P-inversive semigroups is introduced and some characteristics of P-disjunctive strong P-inversive semigroups are described.
介绍了强P-反演半群的概念 ,刻划了P-析取强P-反演半群的某些特
2) strong P-inversive semigroup
强P-反演半群
1.
In this paper, the concept of strong P-inversive semigroups is introduced and some characteristics of P-disjunctive strong P-inversive semigroups are described.
介绍了强P-反演半群的概念 ,刻划了P-析取强P-反演半群的某些特
3) P-inversive semigroup
P-反演半群
1.
Regular P-congruences on P-inversive semigroups;
P-反演半群上的正则P-同余(英文)
2.
Let S(P)be P-inversive semigroups.
设S(P)为P-反演半群。
3.
In this paper,P-homomorphisms and P-homomorphism fundamental theorem for P-inversive semigroups are studied.
讨论了P-反演半群的P-同态和P-同态基本定理,进而研究P-反演半群的强P-半格。
4) weakly P-inversive semigroup
弱P-反演半群
1.
Strong P-congruences on weakly P-inversive semigroups Ⅱ;
弱P-反演半群上的强P-同余Ⅱ
2.
Fuzzy P-kernel Normal System for Weakly P-inversive Semigroups;
弱P-反演半群上的模糊P-核正规系
3.
In this paper we investigate the strong P- co ngruences on weakly P-inversive semigroups by means of the kernel-trace ap proach.
本文利用核迹方法,研究了弱P-反演半群上的强P-同余。
5) E-inversive p-semigroup
E-反演P-半群
6) strong P-regular semigroups
强P-正侧半群
补充资料：强连续半群
强连续半群
strongly-continuous son!-group
强连续半群[s枷叼y一c佣“nu0lls，”‘.9代阅.;c翻‘即“enpep曰.Ha，no月yrPynna] Banach空间X上具有以下性质的一族有界线性算子T(t)，r>0: l)T(t+;)x=T(r)T(:)x，r，了>0，x6X; 2)函数tl~T(t)x对任何x〔X在(O，的)上连续. 当1)成立时，所有函数tl一T(t)x(x‘X)的可测性，且特别地它们的单边(右或左)弱连续性，蕴涵T(t)的强连续性.对一个强连续半群，有限数 田一r叹r一’]n 11T(‘)1卜，纯‘一’In llT(r)11称为该半群的型(勿详of the semi一gouP).这样，函数t卜，T(t)x的范数在的的增长不快于指数e‘『.强连续半群的分类是基于当t，O时它们的性态.如果有一个有界算子J使得当t一，O时}T(t)一川}，O，则J是一个投影算子且T(t)=Je‘月，其中A是与J交换的一个有界线性算子.在这情形T(t)关于算子范数是连续的.如果J=I，则T(t)=c‘滩，一的
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