1) cosemisimple
余半单
1.
Let H be a cosemisimple Hopf algebra over an algebrically closed field k and n an odd positive integer.
设H是代数闭域k上的余半单Hopf代数,n为正奇数。
2) cosemisimple comodule
余半单余模
3) cosemisimple coalgebra
余半单余代数
1.
From these results, a characterization of cosemisimple coalgebra is obtained.
本文借助余循环余模,研究了内射余模的Baer判别准则,统一了右余理想和余循环余模,并给出了余半单余代数的一个同调刻
4) congruence simple semiring
单同余半环
1.
This paper introduces the concept of semirings,homomorphism of semirings and congruence simple semirings,discusses the relation between two semirings.
本文在引入半环概念的基础上,介绍半环同态、同余关系、单同余半环等概念,讨论两个同态半环之间单同余性质的关系。
5) completely simple semigroup congruences
完全单半群同余
1.
The completely simple semigroup congruences on regular semigroup are investigated and some equivalent characterization of completely simple congruences is obtained.
研究了正则半群上的完全单半群同余,给出了这类同余的若干等价刻画,证明了≤是任意正则半群上的最小完全单半群同余,(≤U≤~(-1))~t 是任意局部逆半群上的最小完全单半群同余,是任意逆半群上的最小群同余。
6) completely semisim ple semigroup congruence
完全半单半群同余
补充资料:余半
1.其馀一半。
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