作者: T. Morita
DOI: 10.1016/0378-4371(76)90045-5
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摘要: Abstract It is shown that the thermodynamic properties and distribution functions of Ising systems on Cayley tree are generally obtained in terms solution a recurrence formula, when interaction finite range. For Bethe lattice where boundary effects ignored, given nonlinear eigenvalue problem. further certain approximation cluster variation method exact for this system equations determining parameters occurring equivalent to