R. M. Khakimov, G. T. Madgoziyev
Published 2017-06-15Version 1
In this paper we study two state HC-model on a Cayley tree. Under some conditions on parameters of the HC-model, in the case of normal divisor of the index four, we prove the existence of the weakly periodic (non periodic) Gibbs measures which are different from the known weakly periodic measures
Weakly periodic Gibbs measures Of HC-model for normal divisor of the index four
Translation-invariant and weakly periodic Gibbs measures for HC-models on a Cayley tree
Weakly periodic Gibbs measures of the Ising model on the Cayley tree of order five and six
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