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Home > english-chinese > "余模" in Chinese

Chinese translation for "余模"

complementary module

Related Translations:
余文:  shawn yue
正交余:  orthogonal complement
余推:  a surname 短语和例子余推仲 yutui zhong
余矢:  coversed-sineversed cosine
余晷:  [书面语] spare time
余枝:  hakuri
余形:  complementary form
余建军:  jian-jun yu
余活力:  yu huoli
余曙光:  yu shu-guang
Example Sentences:
1.In section 3 , we will describe h - bicomodule algebra structures on a # h
在第3部分中我们描述了a # h上h -双余模代数的结构。
2.Since these are given by maps a # h - - > h a # h , and since h a # h is itself a smash product , all we have to do is how to use the characterization of maps between smash products obtained in section 2 , and give the constituents of the comodule axioms
因为a # h上左h -余模结构由映射a # h ha # h给出,而ha # h是smash积,所以我们可利用第2部分中的两个smash积间的映射特征,给出相应的分支所满足的等价条件。
3.In section 5 , we change the conditions of important theorems which are in section 3 and 4 . we prove that the fundamental structure theorem still hold if a is a hopf algebra , and b a cleft comodule algebra or if a is a hopf algebra , and c a cocleft module coalgebra
第5节主要将第3 , 4节主要定理的条件改变,分别讨论当a是hopf代数, b是cleft余模代数时;和a是hopf代数, c是cleft模余代数时,基本结构定理仍然成立。
4.In section 4 , we first show that for two bicomodule algebra a # h and b # h , the cotensor product ( a # h ) h ( b # h ) is still a smash product ( a b ) # h . then we describe the structure on a b and give the corresponding equivalent conditions . in section 5 , we will complete the description of the bialgebra structures we have given , and give the equivalent conditions for such bialgebras to be hopf algebras
在第4部分中,我们得出结论:两个h -双余模代数a # h和b # h的余张量积( a # h ) _ h ( b # h )仍是smash积( ab ) # h ,并给出了ab应具有的结构及相应的等价条件。在第5部分中我们得出了a # h上双代数结构的完整描述,并刻划了这个双代数结构何时是一个hopf代数。
5.We find that the transitivity of limit of a sequence of fuzzy relations is preserved if the involved t - norm and t - conorm are continuous . also some ideal results are obtained when the sequence is monotonic and the involved t - norm and t - conorm are left continuous t - norm and right continuous t - conorm respectively . in addition , some results are still available without continuity
我们指出:对连续的;模及t余模,若模糊关系序列具有某种传递性性质,则其极限具有同类性质;对左右连续的,模及‘余模,在序列单增或单减时得到一些较为理想的结果;在没有任何连续性的前提下,单增序列的s负传递性可保证其极限的s负传递性,单减序列的t传递性可保证其极限的t传递性。
6.Lemma 5 let ( m , p ) be a right weak hopf - comoduleover h = a weak hopf - coalgebra , then for all ( 1 ) is a right submodule over ha of m . theorem 3 if h is a weak hopf - coalgebra and m = { ma } a is a right weak hopf - comodule over h ; we claim that : in the fourth section , we mainly study the weak integrals of h and the semisimplicity of h . we discuss the relation between the - integral and the antipiode of h , we get the following main results : lemma 6 let h = be a weak hopf - coalgebra , then the following statements for an element are equivalent ( a ) 1 a integral of h1 ( b ) ( c ) ( d ) ( e ) ( f ) is a right integral of h theorem 4 let h = be a weak hopf - coalgebra . then the following conditions on h1 are equivalent ( a ) h1 is semisimple
) ?喇) ( 1 , 1 ) )二m仰n m ” ” “是m的右从子模定理3设h为弱hopf7t一余代数, m ma人h是h上的右弱hopf7t一余模n h是h在m上的余不动卢、 。则第四节我们主要讨论了弱horf 。一余代数的半单性与h ;中的弱积分的关系;牙用( h ,上门, l ) , 3 , si )为弱hopf代数这一q点;我来观察hi的正规弱积分与h的半单性之间的关系;该节第部分主要是给出弱hopf 。
7.In this research , using the theory of t - norm , t - conorm and fuzzy relations , we systematically discuss transitivity - related properties of operations of fuzzy relations , relationships between t - transitivity , negative s - transitivity , t - s - semitransitivity and t - s - ferrers properties , relationships of transitivity - related properties between the large preference relation and strict preference , indifference relations , and transitivity of the limit of a sequence of fuzzy relations with certain properties
本文利用模糊关系理论和t模及t余模理论,对模糊关系运算的传递性, t传递、 s负传递、 t - s半传递及t - sferrers关系之间的联系,特殊模糊偏好结构中所涉及到的传递性以及模糊关系序列极限的传递性进行了系统全面地讨论。
Similar Words:
"余明辉" Chinese translation, "余明生" Chinese translation, "余明阳" Chinese translation, "余铭康" Chinese translation, "余铭轩" Chinese translation, "余模生" Chinese translation, "余慕莲" Chinese translation, "余慕贤" Chinese translation, "余目" Chinese translation, "余南廉" Chinese translation