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Название: Arctic Octahedron in Three-Dimensional Rhombus Tilings and Related Integer Solid Partitions
Авторы: Widom M., Mosseri R., Destainville N.
Аннотация:
Journal of Statistical Physics, Vol. 109, Nos. 5/6, December 2002. p. 945-965.
Three-dimensional integer partitions provide a convenient representation of codimension-one three-dimensional random rhombus tilings. Calculating the entropy for such a model is a notoriously difficult problem. We apply transition matrix Monte Carlo simulations to evaluate their entropy with high precision. We consider both free- and fixed-boundary tilings...