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- Hopf双模 Hopf bimodule
- 弱Hopf双模 weak Hopf bimodule
- 弱Hopf模 weak Hopf module
- 双 pair
- (A,SA)和(H,SH)都是数域k上的弱Hopf代数,并且A是右H-余模代数。 In this paper,(A,SA) and(H,SH) both are weak Hopf algebras on a field k. A is also an H-module algebra.
- 弱Hopf代数 weak Hopf algebra
- 双击 double-click
- 弱 young
- 双语 diglossia
- 半拟三角弱Hopf代数 semiquasitriangular weak Hopf algebra
- 弱Hopf代数的模代数在其不变量上的积分 Integrality of Module Algebras over its Invariant over Weak Hopf Algebra
- 双模量 bimodular
- 双模膛 double die cavity
- 双模场 double-mode field
- 在文献[L2]中，为了研究Yang-Baxter方程的非平凡解，作者引入了著名的弱Hopf代数的概念使得基于这一类双代数，能够给出Yang-Baxter方程的一个非平凡解。 A well-known example is weak Hopf algebra, which is introduced in [L2] for studying the non-invertible solution of Yang-Baxter Equation based on this class of bialgebras (in [L2] and [L6]).
- 双模性 twofold modularity
- 它推广了Hopf代数上Yetter-Drinfeld模的一些理论,并给出了弱Doi-Hopf模,量子Yetter-Drinfeld模与相关弱Hopf模三者之间的关系。 It generalizes the theories of Yetter-Drinfeld modules on Hopf algebras, and associates the weak Doi-Hopf modules , quantum Yetter-Drinfeld modules with relative weak Hopf modules.
- 双模阀 two-mode valve
- 主要研究关于弱Hopf代数的模代数在其不变量上的积分,设H是余可换的有限维的弱Hopf代数,A是可换的左H-模代数,那么A是其不变量AH上的积分. In this paper,we prove that if H is a cocomutative finite dimensional weak Hopf alegbra and A is a commutative H-module algebra,A is integral over its invariant AH.
- 一种基于新的优化结构和动态电路技术CMOS双模预分频器 A Novel CMOS Dual-Modulus Prescaler Based on New Optimized Structure and Dynamic Circuit Technique
