This paper introduces a family of hopf algebras, highlighting their quasi-triangular nature and module classification.
In this paper, a family of Hopf algebra which is neither pointed nor semisimple is introduced. It is shown that is quasi-triangular if and only if n is even and d = 2. The indecomposable modules of are completely classified. Moreover, the decomposition formulas of tensor product of two -modules are established.
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Su et al. (2025) studied this question.
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