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- W2094050639 abstract "High-temperature series expansions up to 16th order for the Ising model susceptibility and for the second moment of the correlation function are generated for fractal lattices of the Sierpinski carpet family. The critical temperature and the critical exponents ensuremath{gamma} and ensuremath{nu} are obtained from the series analysis method of differential approximants. From our results, we test the validity of estimates previously obtained in the literature and examine the effect of lacunarity on ensuremath{gamma} and ensuremath{nu}. For carpets with the same fractal dimension, we found that ensuremath{nu} decreases as lacunarity decreases." @default.
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- W2094050639 title "High-temperature series expansions for Ising-like systems on fractals" @default.
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- W2094050639 doi "https://doi.org/10.1103/physreve.49.2579" @default.
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