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• W2900156777 abstract "We study the eight-vertex model at its free-fermion point. We express a new switching symmetry of the model in several forms: partition functions, order-disorder variables, couplings, Kasteleyn matrices. This symmetry can be used to relate free-fermion 8V-models to free-fermion 6V-models, or bipartite dimers. We also define new solution of the Yang-Baxter equations in a checkerboard setting, and a corresponding Z-invariant model. Using the bipartite dimers of Boutillier, de Tiliere and Raschel, we give exact local formulas for edge correlations in the Z-invariant free-fermion 8V-model on lozenge graphs, and we deduce the construction of an ergodic Gibbs measure." @default.
• W2900156777 created "2018-11-16" @default.
• W2900156777 creator A5056783601 @default.
• W2900156777 date "2018-11-09" @default.
• W2900156777 modified "2023-10-14" @default.
• W2900156777 title "The free-fermion eight-vertex model: couplings, bipartite dimers and Z-invariance" @default.
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• W2900156777 hasPublicationYear "2018" @default.
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