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+ q(−t1t2 + t2 1t′ 1 + t2t′ 1 + t′3 1 − t′ 1t′ 2)− q3(t3 1 + t1t2 − 2t2 1t′ 1 − t2t′ 1 + t′ 1t′ 2))Dt′ 2 ) + (q(q(t2 1 − t2) − q3t2 − t1t′ 1 + t′ 2 + q2(−t1t′ 1 + t′2 1 + t′ 2)) −

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hep-th 1

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2025 1

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CONDITIONAL 1

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Towards the {\tau}-function of the quantum groups

hep-th · 2025-08-28 · conditional · novelty 5.0

An explicit bilinear identity and tau-function construction is given for U_q(sl3) that works for arbitrary elements of the quantum group, not only special 'group-like' ones.

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  • Towards the {\tau}-function of the quantum groups hep-th · 2025-08-28 · conditional · none · ref 7

    An explicit bilinear identity and tau-function construction is given for U_q(sl3) that works for arbitrary elements of the quantum group, not only special 'group-like' ones.