Ge Feng

collaborators

2 papers

math.QA2021

Drinfel'd doubles of the $n$ -rank Taft algebras and a generalization of the Jones polynomial

Ge Feng, Naihong Hu, Yunnan Li

In the paper, we describe the Drinfel'd double structure of the $n$ -rank Taft algebra and all of its simple modules, and then endow its $R$ -matrices with some application to knot i…

math.QA2019

Quantum (dual) Grassmann superalgebra as $U_{q} (gl (m ∣ n))$ -module algebra and beyond

Ge Feng, Naihong Hu, Meirong Zhang +1

We introduce and define the quantum affine $(m ∣ n)$ -superspace (or say quantum Manin superspace) $A_{q}^{m ∣ n}$ and its dual object, the quantum Grassmann superalgebra $Ω_{q} (m ∣ n)$ . Corr…

Drinfel'd doubles of the n-rank Taft algebras and a generalization of the Jones polynomial

Quantum (dual) Grassmann superalgebra as Uq​(gl(m∣n))-module algebra and beyond

Drinfel'd doubles of the $n$ -rank Taft algebras and a generalization of the Jones polynomial

Quantum (dual) Grassmann superalgebra as $U_{q} (gl (m ∣ n))$ -module algebra and beyond