Representations of the small quasi-quantum group   ${Q}\mathbf{u}_{q}(\mathfrak{sl}_{2})$
  The quasi-Frobenius-Lusztig kernel ${Q}\mathbf{u}_{q}(\mathfrak{sl}_{2})$ associated with $\mathfrak{sl}_{2}$ has been constructed in \cite{Liu}. In this paper we study the representations of this small quasi-quantum group. We give a complete list of non-isomorphic indecomposables and the tensor product decomposition rules for simples and projectives. A description of the Grothendieck ring is provided. 
Gongxiang Liu, Fred Van Oystaeyen and Yinhuo Zhang
math.QA math.RT