From the Tetrahedron Equation to Universal R-Matrices

Mathematics – Quantum Algebra

Scientific paper

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11 pages, no figures, latex2e

Scientific paper

Modified universal R-matrices, associated with the central extension (through
the Drinfeld's double construction) of the quantum groups U_q(sl_n), are
realized through an infinite dimensional spectral parameter dependent solution
for the tetrahedron equation, provided a certain identity on $q$-exponentials
holds true.

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