Fractional spin through quantum affine algebras with vanishing central charge (Q1768686)

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Fractional spin through quantum affine algebras with vanishing central charge
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    Fractional spin through quantum affine algebras with vanishing central charge (English)
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    15 March 2005
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    This paper studies the decomposition property of the quantum affine algebras with vanishing central charge \(U_Q(\widehat{A}(n))\) and \(U_Q(\widehat{C}(n))\) in the limit \(Q \to q\) where \(q\) is a root of unity. This decomposition is based on the bosonic representation and can be related to fractional supersymmetry and \(k\)-fermionic spin.
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    quantum group quantum algebras
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    fractional supersymmetry
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    \(Q\)-boson
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