Fractional spin through quatum (super)Virasoro algebras
Abstract
The splitting of a Q-deformed boson, in the Q q=erm2π irmk limit, is discussed. The equivalence between a Q-fermion and an ordinary one is established. The properties of the quantum (super)Virasoro algebras when their deformation parameter Q goes to a root of unity, are investigated. These properties are shown to be related to fractional supersymmetry and k-fermionic spin.
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