R-matrices of U_qOSP(1,2) for highest weight representations of U_qOSP(1,2) for general q and q is an odd root of unity

A.G.Sedrakyan; T.Hakobyan

arxiv: hep-th/9304077 · v1 · submitted 1993-04-19 · ✦ hep-th

R-matrices of U_qOSP(1,2) for highest weight representations of U_qOSP(1,2) for general q and q is an odd root of unity

T.Hakobyan , A.G.Sedrakyan This is my paper

classification ✦ hep-th

keywords qospobtainr-matrixrepresentationssemiperiodicspin-jenvelopingformula

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We obtain the formula for intertwining operator(R-matrix) of quantum universal enveloping superalgebra U_qOSP(1,2) for U_qOSP(1,2)-Verma modules. By its restriction we obtain the R-matrix for two semiperiodic(semicyclic), two spin-j and spin-j and semiperiodic representations

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R-matrices of U_qOSP(1,2) for highest weight representations of U_qOSP(1,2) for general q and q is an odd root of unity

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