q-Wakimoto Modules and Integral Formulae of the Quantum Knizhnik-Zamolodchikov Equations
Abstract
Matrix elements of intertwining operators between q-Wakimoto modules associated to the tensor product of representations of Uq(sl2) with arbitrary spins are studied. It is shown that they coincide with the Tarasov-Varchenko's formulae of the solutions of the qKZ equations. The result generalizes that of the previous paper [Kuroki K., Nakayashiki A., SIGMA 4 (2008), 049, 13 pages, arXiv:0802.1776].
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