Quantum inverse scattering method and the diagonal-to-diagonal transfer matrix of vertex models

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Abstract

We discuss a construction of Bethe ansatz eigenstates for the so-called diagonal-to-diagonal transfer matrix of two-dimensional vertex models on a square lattice, recently introduced by Bariev. We show that the basis of the method again lies in the "triangle equations" of the vertex model and construct a corresponding quantum inverse scattering method which can be generalised to Kagomé and triangular lattices. © 1983.

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Truong, T. T., & Schotte, K. D. (1983). Quantum inverse scattering method and the diagonal-to-diagonal transfer matrix of vertex models. Nuclear Physics, Section B, 220(1), 77–101. https://doi.org/10.1016/0550-3213(83)90135-9

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