K. Zhou

collaborators

4 papers

math.QA2021

Quasitriangular structures on abelian extensions of $Z_{2}$

Kun Zhou

The aim of this paper is to give all quasitriangular structures on a class of semisimple Hopf algebras constructed through abelian extensions of $k Z_{2}$ by $k^{G}$ …

math.CT2021

Construction of coend and the reconstruction theorem of bialgebras

Kun Zhou

Assume $k$ is a field and let $F : C \to V ec t_{k}$ be a small $k$ -linear functor from a $k$ -linear abelian category $C$ to the category of vector spaces over the field $k$ , th…

math.QA2020

On the quasitriangular structures of abelian extensions of $Z_{2}$

Kun Zhou, Gongxiang Liu

The aim of this paper is to study quasitriangular structures on a class of semisimple Hopf algebras constructed through abelian extensions of $Z_{2}$ for an abelian group $G$ . We pro…

math.RA2020

Quasitriangular structures on the 8-dimensional Kac algebra K_8

Kun Zhou, Gongxiang Liu

In this note, we give a list of all non-isomorphic quasitriangular structures on the 8-dimension Kac algebra K_8.

Quasitriangular structures on abelian extensions of Z2​

Construction of coend and the reconstruction theorem of bialgebras

On the quasitriangular structures of abelian extensions of Z2​

Quasitriangular structures on the 8-dimensional Kac algebra K_8

Quasitriangular structures on abelian extensions of $Z_{2}$

On the quasitriangular structures of abelian extensions of $Z_{2}$