Dingguo Wang

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math.RA2025

Fundamental theorem of Poisson 3-Lie $(A, H)$ -Hopf modules

Yan Ning, Daowei Lu, Dingguo Wang

Let $H$ be a Hopf algebra with a bijective antipode and $A$ an $H$ -comodule Poisson 3-Lie algebra. Assume that there exists an $H$ -colinear map which is also an algebra map from $H…

math.RA2015

More properties of Yetter-Drinfeld category over dual quasi-Hopf algebras

Daowei Lu, Xiaohui Zhang, Dingguo Wang

Let $H$ be a dual quasi-Hopf algebra. In this paper we will firstly introduce all possible categories of Yetter-Drinfeld modules over $H$ , and give explicitly the monoidal and brai…

Fundamental theorem of Poisson 3-Lie (A,H)-Hopf modules

More properties of Yetter-Drinfeld category over dual quasi-Hopf algebras

Fundamental theorem of Poisson 3-Lie $(A, H)$ -Hopf modules