Front for the arXiv
Fri, 5 Dec 2008
Front > math > PR > 0104 > math.PR/0104174
search | register | submit
journals | about | iFAQ

math.PR/0104174

[pdf] [ps] [dvi] [src] [arxiv]

Title: Coupling and Bernoullicity in random-cluster and Potts models
Authors: Olle Haggstrom, Johan Jonasson, Russell Lyons
Categories: math.PR Probability Theory
MSC: 82B20
Journal reference: Bernoulli 8 (2002), no. 3, 275--294

Abstract: An explicit coupling construction of random-cluster measures is presented. As one of the applications of the construction, the Potts model on amenable Cayley graphs is shown to exhibit at every temperature the mixing property known as Bernoullicity.

Owner: Russell Lyons
Version 1: Tue, 17 Apr 2001 21:05:37 GMT
Version 2: Fri, 12 Oct 2001 19:23:31 GMT

[help e-mail] - for questions or comments about the Front
arXiv contact page - for questions about downloading and submitting e-prints