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Title

Asymptotics of even-even correlations in the Ising model

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Year 2018
Abstract We consider finite-range ferromagnetic Ising models on Z^d in the regime beta < beta_c. We analyze the behavior of the prefactor to the exponential decay of Cov(sigma_A,sigma_B), for arbitrary finite sets A and B of even cardinality, as the distance between A and B diverges.
Keywords Ising modelOrnstein-Zernike asymptoticsDecay of correlationsPower-law correctionsEven-even correlations
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arXiv: 1804.08323
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OTT, Sébastien, VELENIK, Yvan Alain. Asymptotics of even-even correlations in the Ising model. 2018. https://archive-ouverte.unige.ch/unige:104016

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Deposited on : 2018-05-02

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