This article is cited in 1 paper

Bethe method: Thermodynamics and limit states

E. V. Gusev


Abstract: The hypothesis that there exists a limit density for the distribution of the numbers that parametrize the Bethe eigenvector is generalized and proved. The case of a finite number of string types is considered. A system of integrodifferential equations is derived for the string distribution densities, and particular solutions of the system are found.

Received: 01.04.1985

 English version: Theoretical and Mathematical Physics, 1986, 67:3, 606–613

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