Is proved to be a residuated lattice. In the second chapter, the concept of congruence relation on a residuated lattice is introduced. It is proved that the quotient algebra of a residuated lattice about the congruence relation is still a residuated lattice. Then as a generalization of the congruence relation, the concept of fuzzy congruence relation is brought in.

本文的第二章首先定義了剩余格上的同余關(guān)系，證明了剩余格中的濾子對(duì)應(yīng)一個(gè)同余關(guān)系欧美系列黄片黑人黑屌，并由該同余關(guān)系確定的商代數(shù)仍是剩余格久久精品国产一区二区三区；然后將同余關(guān)系自然推廣，定義了Fuzzy同余關(guān)系国内外激情视频网，證明了Fuzzy同余關(guān)系與Fuzzy濾子是一一對(duì)應(yīng)的一级大片黄。

Chapter three: Define fuzzy congruence relation of MTL-algebra, prove that fuzzy fiter and fuzzy congruence relation is a bijective function in MTL-algebra, quotient algebra induced by congruence relation still forms a MTL-algebra; Introduce the relation between some kinds of fiters and fuzzy filters maitained above in IMTL-algebra,i.e. BR_0 algebra, which is a MTL-algebra satisfied inversely odering and involutive relation.

第三章：定義了MTL-代數(shù)中的Fuzzy同余關(guān)系，證明了MTL-代數(shù)中Fuzzy濾子與Fuzzy同余關(guān)系是——對(duì)應(yīng)的久久精久久精久久精99，由同余關(guān)系所誘導(dǎo)的商代數(shù)依然構(gòu)成一個(gè)MTL-代數(shù)一级精品一区视频在线观看；介紹了在滿足逆序?qū)蠈?duì)應(yīng)的MTL-代數(shù)-IMTL-代數(shù)，即BR_0-代數(shù)中上述幾中特殊濾子人人大香草av淘宝av线路一，F(xiàn)uzzy濾子之間的關(guān)系视频久久这里。

In Chapter 4, a congruence on a commutative distributive semiring is defined by using of a style of congruence in reference [16]. Moreover, the result that the congruence is the least distributive lattice congruence is proved.

第四章，借助于文獻(xiàn)[16]中同余的形式国产黄精品，定義了交換分配半環(huán)上的一個(gè)同余最新免费黄网，并且證明了該同余是最小分配格同余。

In Chapter 3, the skew-ring congruence of regular semiring and qusi-regular semiring are characterized by using of a class of special ideals and a representation of a class of a skew-ring congruence is given by using of a quasi-order on semirings.

第三章成年人免费看的视频大全，根據(jù)環(huán)的理想和同余的對(duì)應(yīng)理論在线看日本片专区品尚网，利用半環(huán)的一類特殊理想給出了正則半環(huán)與擬正則半環(huán)上的skew-環(huán)同余的刻劃；并且利用半環(huán)上的一個(gè)擬序給出了skew-環(huán)同余類的一種表示国产黄色A片网站。

In chapter two of this paper, we introduce the transitivity, which is an important definition in the 1-permutation group.

在第三章欧美图片亚州图片性爱图片自拍偷拍，我們介紹了格序置換群的凸同余，并研究了可遷格序置換群的凸同余與塊所決定的可遷格序置換群的分類欧美性爱一区视频；討論了可遷格序置換群的凸同余和塊的性質(zhì)以及它們之間的關(guān)系美国一级黄片A久久。

The divisible semiring congruence on S was characterized. A one-toone, inclusion-preserving mapping from the set of full, closed, self-conjugate subsemirings of S to the set of divisible semiring congruence on S was established. A result for the divisible semiring congruence lattice was obtained.

給出了這類半環(huán)上可除半環(huán)同余的一種刻畫日韩精品深夜666片免费观看网站，建立了S上的可除半環(huán)同余與滿、閉国产精品天堂Av妓女、自共軛理想子半環(huán)的保序一一對(duì)應(yīng)久久久一本高清免费，得到了可除半環(huán)同余格的一個(gè)結(jié)果。

It must be faced in the course of studying good congruences whether joins of good congruences are good. We give a negative answer to this problem.

在研究好同余的過程中下面的問題是我們必須面對(duì)的：好同余的并是否仍然是好同余九一在线视屏？

The congruences on orthorings are studied. Results concerning congruences and congruence-pairs on orthorings are obtained.

對(duì)純整環(huán)并半環(huán)上的同余進(jìn)行了研究黄色视频网址免费看，得到了純整環(huán)并半環(huán)上關(guān)于同余和同余對(duì)的一些結(jié)果。

Two complete congruences on the congruence lattices of regular semigroups with Q-inverse transversal s are analysed.

研究了具有Q-逆斷面的正則半群上的同余格Con上的等價(jià)關(guān)系W和Q人人上人人操人人干，它們都是Con上的完全同余五月天无码视频，這些完全同余的每一個(gè)類是區(qū)間，給出了每一個(gè)類的極大最新免费a电影网站、極小同余的表示五级的在线观看黄色网站。

At the beginning the representatives of elementary rectangular band of E-unitary in-verse semigroups is studied, with the congruences on lattices and on completely simplesemigroups the congruences and congruence lattices on elementary rectangular band ofE-unitary inverse semigroups are described.

首先研究了E-酉逆半群基本矩形帶的結(jié)構(gòu)表示形式，用半格上的同余和完全單半群上的同余刻畫了E-酉逆半群基本矩形帶的上的同余和同余格亚洲国产三级AV。

congruence group：同余群

congruence 同余式 | congruence group 同余群 | congruence method 同余法

the least group congruence：最小群同余

分配格同余:distributive lattice congruence | 最小群同余:the least group congruence | 理想同余關(guān)系:Ideal congruence

congruence method：同余法

congruence group 同余群 | congruence method 同余法 | congruence of lines 線匯

congruence relation：同余關(guān)系

congruence of lines 線匯 | congruence relation 同余關(guān)系 | congruence subgroup 同余子群

left congruence relation：左同余關(guān)系

左分量 left component | 左同余關(guān)系 left congruence relation | 左同余的 left congruent

congruence subgroup：同余子群

congruence relation 同余關(guān)系 | congruence subgroup 同余子群 | congruence zeta function 同余函數(shù)

principal congruence subgroup：主同余子群

主同余|principal congruence | 主同余子群|principal congruence subgroup | 主象征|principal symbol

congruence zeta function：同余函數(shù)

congruence subgroup 同余子群 | congruence zeta function 同余函數(shù) | congruent 同余的

Congruence lattices：同余格

同余對(duì):Congruence pair | 同余格:Congruence lattices | 同余關(guān)系:congruence relation

idempotent-seperating congruences：冪等分離同余

同余格:lattice of congruences | 冪等分離同余:idempotent-seperating congruences. | 容許同余類:class of admissible congruences