Abstract
From the point of view of the Young superdiagram method, an analytic Bethe ansatz is carried out for Lie super algebra . For the transfer matrix eigenvalue formulae in dressed-vacuum form, we present some expressions, which are quantum analogues of Jacobi - Trudi and Giambelli formulae for Lie superalgebra . We also propose transfer-matrix functional relations, which are Hirota bilinear difference equations with some constraints.
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