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Representation Theory and Baxter's TQ equation for the six-vertex model. A pedagogical overview.(Solvable Lattice Models 2004 : Recent Progress on Solvable Lattice Models )

机译：六顶点模型的表示理论和Baxter TQ方程。教育学概述（2004年可解格子模型：可解格子模型的最新进展）

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Korff Christian;
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年度 2006
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正文语种 en
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2. REFLECTION EQUATIONS AND EXACTLY SOLVABLE LATTICE SPIN MODELS [J] . Roger E. Behrend, Paul A. Pearce Czechoslovak Journal of Physics . 1996,第12期

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3. 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 [J] . Sergeev SM Physics of particles and nuclei . 2004,第5期

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6. Exact solutions to the six-vertex model with domain wall boundary conditions and uniform asymptotics of discrete orthogonal polynomials on an infinite lattice. [D] . Liechty, Karl Edmund. 2010

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8. States with $v_1 = lambda, v_2 = -lambda$ and reciprocal equations in the six-vertex model(Solvable Lattice Models 2004 : Recent Progress on Solvable Lattice Models ) [O] . Rodriguez-Plaza M.J. 2006

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Representation Theory and Baxter's TQ equation for the six-vertex model. A pedagogical overview.(Solvable Lattice Models 2004 : Recent Progress on Solvable Lattice Models )

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