Quantum Integrable Models in Discrete 2 + 1 Dimensional Space-Time: Auxiliary Linear Problem on a Lattice, Zero-Curvature Representation, Isospectral Deformation of the Zamolodchikov-Bazhanov-Baxter Model
Date
2004
Authors
Sergeev, Sergey
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Publisher
Interperiodica
Abstract
An invariant approach to quantum integrable models in wholly discrete 2 + 1-dimensional spacetime is considered. An auxiliary linear problem on two-dimensional lattices generalizing quantum chains is formulated. A method of constructing a complete set of
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Source
Physics of Particles and Nuclei
Type
Journal article