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Physica A Statistical Mechanics and its Applications

Statistical mechanics: A perspective on the work of R.J. Baxter

Michael N. Barber

Published Jan 1, 1991• 2 citations
Publisher
DOI
10.1016/0378-4371(91)90042-b

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Some of the early history of exactly soluble models, E.H. Lieb the many faces of the chiral Potts model, H. Au-Yang and J.H.H. Perk star-triangle and star-star relations in statistical mechanics, R.J. Baxter knot theory and statistical mechanics, L.H. Kauffman star-star relation for the Potts model, C. King and F.Y. Wu finite temperature correlations of the Ising chain in a transverse field, S. Sachdev exact solutions of low-dimensional reaction-diffusion systems, A.M.R. Cadilhe et al the infinite-state Potts model and solid partitions of an integer, H.Y. Huang and F.Y. Wu exact evaluation of thermodynamic quantities for the integrable T-J chain, A. Klumper multilayer extension of two-dimensional solvable statistical models to three dimensions, V. Popkov a higher-level Bailey lemma, A. Schilling and S.O. Warnaar the Heisenberg chain as a dynamical model for protein synthesis - some theoretical and experimental results, G.M. Schutz free fermion conditions and the symmetries of integrability, C.-M. Viallet. (Part contents).