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System of recursive equations for the partition functions of 1D models

U. A. RozikovInstitute of Mathematics and Information Technologies, 29, Do’rmon Yo’li str., Tashkent, 100125, Uzbekistan
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In this note we consider several kind of partition functions of one-dimensional models with nearest — neighbor interactions I n , n ∈ Z and spin values ±1. We derive systems of recursive equations for each kind of such functions. These systems depend on parameters I n , n ∈ Z. Under some conditions on the parameters we describe solutions of the systems of recursive equations.

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