Scientific article
English

Graph Invariants Related to Statistical Mechanical Models: Examples and Problems

Published inJournal of combinatorial theory. Series B, vol. 57, no. 2, p. 207-227
Publication date1993
Abstract

Spin models and vertex models on graphs are defined as appropriate generalizations of the Ising-Potts model of statistical mechanics. We review some of these state models and the graph functions defined by them. If a graph X represents a knot or a link L in Image 3, we describe models M for which the value ZMX at X of the graph function defined by M depends only on L and not on X.

Citation (ISO format)
DE LA HARPE, Pierre. Graph Invariants Related to Statistical Mechanical Models: Examples and Problems. In: Journal of combinatorial theory. Series B, 1993, vol. 57, n° 2, p. 207–227. doi: 10.1006/jctb.1993.1017
Identifiers
Journal ISSN0095-8956
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