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AbstractAbstract
[en] A graph theoretic analysis is made of the m-spin correlation functions of the lambda-state Potts model. In paper 1, the correlation functions for m=2 were expressed in terms of rooted mod-lambda flow polynomials. A more general type of polynomial, the partitioned m-rooted flow polynomial, which plays a fundamental role in the calculation of the multi-spin correlation fucntions is introduced. The m-rooted equivalent transmissivities of Tsallis and Levy are interpreted in terms of percolation theory and are expressed as linear combinations of the above correlation functions. (Author)
[pt]
Faz-se uma analise teorica de graficos das funcoes de correlacao de m-spins do modelo de Potts de lambda estados. Na parte 1 do trabalho, as funcoes de correlacao para m=2 foram expressas em termos dos polinomios de escoamento de mod-lambda raizes. Um tipo mais geral de polinomio, o polinomio de escoamento de m raizes particionado, que desempenha um papel fundamental no calculo das funcoes de correlacao de multi-spin e introduzido. As transmissividades equivalentes de m raizes de Tsallis e Levy sao interpretadas em termos da teoria de percolacao e sao expressas como combinacoes lineares das funcoes de correlacao acima. (L.C.)Source
1985; 59 p
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