Integrability of $q$-oscillator lattice model

Abstract

A simple formulation of an exactly integrable $q$-oscillator model on two dimensional lattice (in 2+1 dimensional space-time) is given. Its interpretation in the terms of 2d quantum inverse scattering method and nested Bethe Ansatz equations is discussed.

Talk given at the conference ``New frontiers in exactly solved models'', ANU, July 21-22, 2005

References in corpus (1)

• Zamolodchikov's Tetrahedron Equation and Hidden Structure of Quantum Groups

Cited by in corpus (6)

• Quantization of three-wave equations
• Effective Field Theory and Integrability in Two-Dimensional Mott Transition
• Ansatz of Hans Bethe for a two-dimensional Bose gas
• The Yang-Baxter paradox
• Quantum curve in q-oscillator model
• Critical Theory of Two-Dimensional Mott Transition: Integrability and Hilbert Space Mapping