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期刊论文
Solvable Ising model 0n Sierpfnski carpets: The partition function
PHYSICAL REVIEW E VOLUME 49, NUMBER 3 MARCH 1994，-0001，（）：
With a special Sierpfnski carpet (SC)，the Ising model is exactly solved by a combinatorial approach and graph technique. The rigorous partition function and free energy are obtained and the phase transi-tion is investigated. We argue that the existence of a phase transition strongly depends on the order of ramification of the SC. Our method is extended to deal with other lattices.
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