Daowei Lu

activity

20152019

collaborators

3 papers

math.RA2019

The construction of braided $T$ -category via Yetter-Drinfeld-Long bimodules

Daowei Lu, Yan Ning, Dingguo Wang

Let $H_{1}$ and $H_{2}$ be Hopf algebras which are not necessarily finite dimensional and $α, β \in A u t_{H o p f} (H_{1}), γ, δ \in A u t_{H o p f} (H_{2})$ . In this paper, we introduce a category ${}_{…

math.RA2018

The bicrossed products of $H_{4}$ and $H_{8}$

Daowei Lu, Yan Ning, Dingguo Wang

Let $H_{4}$ and $H_{8}$ be the Sweedler's and Kac-Paljutkin Hopf algebras, respectively. In this paper we prove that any Hopf algebra which factorizes through $H_{8}$ and $H_{4}$ (equivale…

math.RA2015

Yetter-Drinfeld category for the quasi-Turaev group coalgebra

Daowei Lu, Shuanhong Wang

Let $π$ be a group. The aim of this paper is to construct the category of Yetter-Drinfeld modules over the quasi-Turaev group coalgebra $H=(\{H_\a\}_{\a\inπ},Δ,\varepsilon,S,Φ)$, a…

The construction of braided T-category via Yetter-Drinfeld-Long bimodules

The bicrossed products of H4​ and H8​

Yetter-Drinfeld category for the quasi-Turaev group coalgebra

The construction of braided $T$ -category via Yetter-Drinfeld-Long bimodules

The bicrossed products of $H_{4}$ and $H_{8}$