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Exactly Solved Models in Statistical mechanics

Exactly Solved Models in Statistical mechanics
Language:
Author: R. J. Baxter
Url: http://physics.anu.edu.au/theophys/baxter_book.php
Format: Pdf,DjVu
Year: 1982
Category: Statistical Mechanics
Pages: 504
Clicks: 18

Description
Rodney Baxter\\\'s classic book has been cited over 2,500 times. The book is officially out of print. Contents: basic statistical mechanics; the one-dimensional Ising model; the mean field theory; Ising model on the Bethe Lattice; The Spherical Model; Duality and Star Triangle Transformations of Planar Ising Models; Square-Lattice Ising Model; Ice-Type Models; Alternative Way of Solving the Ice-Type Models; Squared Lattice Eight-Vertex Model; Kagomé Lattice Eight-Vertex Model; Potts and Ashkin-Teller Models; Corner Transfer Matrices; Hard Hexagon and Related Models; Elliptic Functions.

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