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Asymptotics of correlations in the Ising model: a brief survey

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Year 2019
Description 21
Abstract We present a brief survey of rigorous results on the asymptotic behavior of correlations between two local functions as the distance between their support diverges, concentrating on the Ising model on Z^d with finite-range ferromagnetic interactions.
Keywords Ising modelOrnstein-Zernike asymptoticsDecay of correlationsPower-law correctionsMixingAnalyticityUrsell functions
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arXiv: 1905.06207
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OTT, Sébastien, VELENIK, Yvan. Asymptotics of correlations in the Ising model: a brief survey. 2019. https://archive-ouverte.unige.ch/unige:117750

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Deposited on : 2019-05-17

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