1) H-weakly comodule
H-弱余模
2) H-weak comodule bialgebra
H-弱余模双代数
3) weak twisted coproducts C_α(H)
弱扭余积C_α(H)
4) H-comodular algebra
H-余模代数
1.
Letting H be any Hoph algebra over a field K and A, an H-comodular algebra,property of the prime and intersection of ideals on Smash products A # H*rat is characterized, which generalizes the case:Smash products A # G* for group graded ring A.
对域上任意Hopf代数H及H-余模代数A，刻画了Smash积A#Hrat的素性与理想交性质，它是关于群分次环Smash积A#G*情形的推广。
5) H-projective comodule
H-投射余模
1.
In this paper,by using equivalent characteristic of projective module and definition of a H-projective comodule given by Zhifeng Hao,H cofree comodule and its simple properties are introduced,the relationship between H-projective comodule and H-cofree comodule is discussed.
通过投射模的定义和它的一些等价刻画及郝志峰给出的H-投射余模,介绍了H-余自由余模,以及它的一些简单的性质,进而讨论了投射余模和余自由余模的关系。
6) H-module coalgebra
H-模余代数
补充资料：余一人
1.古代天子自称。也写作"予一人"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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