congruence relations 中文意思是什麼
congruence relations
解釋
同余關系- congruence : n. 1. 適合，和諧，【語法】一致。2. 【數學】疊合，相合，全等；同余（式）（線）匯。
- relations : 交往, 關系, 事務
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Filters and congruence relations of implication lattices
蘊涵格的濾子及同余關系 -
Fuzzy ideals and fuzzy congruence relations on a semigroup
半群的模糊理想和模糊同余 -
Congruence ideals and congruence relations of pseudocomplemented distributive lattice
偽補分配格的同余理想與同余關系 -
Ideals and congruence relations of ms - algebra
代數的理想和同余關系 -
Grey congruence relations of groups
群的灰同余關系 -
In the second part, we give a necessary and sufficient condition for relations to be a congruence on some special strong t - regular semigroups. at last, we discuss the congruence on orthodox semirings by kernal normal system
一般情況下， h ~ *關系未必是-正則半群的同余關系，本文給出了一類特殊的強-正則半群上h ~ *關系是同余的充要條件。 -
As a both generalization of orthodox semigroup and regular * - semigroup, ya - mada and sen gave the concept of ( weakly ) p - regular semigroup in [ 5 ], about the p - regular semigroup and ( weakly ) p - regular semigroup, sen ^ ^ seth and rui changxiang m have given a equivalent characterization of idempotet separating congruence lattice on them separately. as a generalize of this, in the forth section, the concept of p - separating congruence on a regualr ^ - semigroup is introduced. and we discuss some properties about it. after introducing the concept of p - normal subset of a regualr * - semigroup, we discribe the lattice of p - separating congruences contained in green ' s relations ? k ) in regular semigroup
和seth及芮昌祥間分別給出了其上冪等元分離同余格的一個等價刻畫作為對此的一個推廣，在第四節中，我們首先引入正則」半群上r分離同余的概念，然後研究其性質和等價刻畫，最後給出包含在二仰）中p分離同余格的一個等價刻畫。定義二：令s為正則」半群， p為s上的」同余 -
Pointed out a family of congruence relations induced by a fuzzy filter of a lattice implication algebra and proved that this family of congruence relations is a complete chain, and then discussed the relations between the quotient lattice implication algebras induced by this family of congruence relations. 3. discussed the property of fuzzy li - ideals, pointed out a family of congruence relations induced by a fuzzy li - ideal of a lattice implication algebra and proved that this family of congruence relations is a complete chain, and then discussed the relations between the quotient lattice implication algebras induced by this family of congruence relations
對模糊li -理想的性質作了進一步的研究，證明了利用格蘊涵代數上的一個模糊li -理想可以得到格蘊涵代數上的一簇同余關系，證明了這簇同余關系構成一個完備鏈，在此基礎上討論了這簇同余關系誘導的格蘊涵商代數之間的關系，並用一個例子說明了這簇同余關系的確可以包含更多的同余關系。 -
Discussion and research on some properties of congruence relations and compatible relations
同余關系和相容關系的一些性質討論和研究
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