1) Smash biproduct
Smash双积
1.
In this paper we construct a new algebra A×H, twisted Smash biproduct, and generalizes the twisted Smash product and the Smash biproduct.
本文构造一种新的代数—扭Smash双积A×H ,推广了扭Smash积和Smash双积 。
2.
Final, we study thestructure of Smash biproduct with commutative(Commutative)propert and Hopf algebra propery.
从度量及smash积等概念中对偶地引入了余度量和smash余积的定义并论证了smash双积成立的充要条件。
2) two-sided smash product
双边Smash积
3) generalized smash-biproduct
广义Smash-双积
1.
In this paper,some properties of generalized smash-biproduct are discussed,by introducing the concept of generalized admissible mapping system,two mapping descriptions for generalized smashbiproduct are given as well.
Zhu给出了R-smash积,W-smash余积和广义Smash-双积的概念。
4) two-sided weak smash products
双边弱smash积
1.
This paper mainly gives the Maschke theorem for two-sided weak smash products, and the fundamental theorem of weak Hopf quantum Yang-Baxter modules over weak Hopf algebras, which generalize some results of [1, 8,12].
本文主要研究了弱Hopf代数上双边弱smash积的Maschke定理和弱Hopf量子Yang-Baxter模结构定理，从而推广了文[1]、[8]、[12]的相应结果。
5) smash product
smash积
1.
The smash products of entwining structure;
缠绕结构的smash积(英文)
2.
The reference 1 had discussed the smash product about the ring R with local units and G-graded A for any transitive G-set A, which has proved the Maschke-type theorem .
讨论了对任意可迁G-集A具有局部单位元的G-分次环与G-集A的Smash积,证明了有关的Maschke-型定理。
3.
For Smash product of semigroup-graded category,we prove that the quotient category(C#S)/S of Smash product C#S of semigroup S graded category C is isomorphic to category C,and the Smash product category(B/S)#S of the quotient category B/S of free semigroup S category B is isomorphic to category B when S is a cancellative semigroup with identity 1.
设S为有单位元1的可消半群,引入半群S-分次范畴的Smash积的概念,分别证明半群S-分次范畴C的Smash积C#S的商范畴(C#S)/S与范畴C同构,以及自由半群S-范畴B的商范畴B/S的Smash积范畴(B/S)#S与范畴B同构。
6) Smash products
Smash积
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。
2.
The relationships of smash product of graded algebras and coving functor is discussed,namely we prove that the coving be some mash products;conversely smash products are covings.
给出了分次代数的Smash积与覆盖的关系,指出了覆盖实际上就是某个Smash积,反过来Smash积也是覆盖,从而给出了构造覆盖的一种方法,并说明了带关系图之间的态射与覆盖函子之间的关系。
补充资料：smash of waste plastics
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性质：为使废塑料得到再利用，需粉碎成一定大小粒度而后造粒。根据废塑料制品不同可采用不同粉碎机粉碎。薄膜可采用剪切粉碎机，在机内受到剪切、冲击、压缩或撕扯作用力而破碎。而对硬塑料可使用锤式粉碎机在剪切、冲击的作用下粉碎。
CAS号：
性质：为使废塑料得到再利用，需粉碎成一定大小粒度而后造粒。根据废塑料制品不同可采用不同粉碎机粉碎。薄膜可采用剪切粉碎机，在机内受到剪切、冲击、压缩或撕扯作用力而破碎。而对硬塑料可使用锤式粉碎机在剪切、冲击的作用下粉碎。
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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