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Group theory / Vector space / Vectors / Tensor product / Determinant / Quantum group / Algebra / Mathematics / Linear algebra


MOSCOW MATHEMATICAL JOURNAL Volume 3, Number 1, January–March 2003, Pages 97–103 SET-THEORETICAL SOLUTIONS TO THE YANG–BAXTER RELATION FROM FACTORIZATION OF MATRIX POLYNOMIALS AND θ-FUNCTIONS
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Document Date: 2003-05-20 08:05:40


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Kyoto / Berlin / Moscow / Boston / /

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SN / MOSCOW MATHEMATICAL JOURNAL / N SmN / SmN / Boston Inc. / A. A. Belavin / Preprint / Discrete / Baxter / S. Sergeev / /

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Independent University of Moscow / Landau Institute / /

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set-theoretical solution / set-theoretical solutions / symmetric / tensor products / quantum systems / given set-theoretical solution / /

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Independent University of Moscow / Landau Institute for Theoretical Physics / Max-Planck-Institut / V (v) / /

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J. Statist / I. Gelfand / V / Ai / Duke Math / ALEXANDER ODESSKII / /

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model / chiral Potts model / Phys / /

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Nova Scotia / Massachusetts / /

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ATM / /

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