In this paper is studied HC-model on a Cayley tree and under some conditions on parameters of the HC-model we prove existence of the weakly periodic (non periodic) Gibbs measures for normal divisor of the index four.
New weakly periodic Gibbs measures for HC model on a Cayley tree of order two
Conditions of the uniqueness and non-uniqueness of weakly periodic Gibbs measures for Hard-Core model
Weakly periodic Gibbs measures of the Ising model on the Cayley tree of order five and six
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