Endomorphism algebras over weak (α, β)-Yetter–Drinfeld modules
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- 作者：Ling Liu
- 所属单位：数理与信息工程学院
- 文献类型：期刊
- 发表时间：2015-01-01
- 发表刊物：Journal of Algebra and Its Applications
- 卷号：Vol.14
- 期号：No.7
- 页面范围：1550097
- Issn号：0219-4988
- 是否译文：否
- 关键字：Weak;Hopf;algebra;;Weak;(α,;β)-Yetter–Drinfeld;module;;endomorphism;algebra;;H-Azumaya;algebra
- 摘要：Let H be a weak Hopf algebra with a bijective antipode, α, β ∈ Aut weak Hopf (H) and M a finite-dimensional weak (α, β)-Yetter–Drinfeld module. Then in this paper we prove that the endomorphism algebras End H s (M) and End H t (M) op endowed with certa
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