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- W2122122992 abstract "A system of infinite spins in one dimension is considered. The interaction is given by a pair potential −J xySxSy, whereS x,S y are the spins at the sitesx,y∈ℤ andJ xy=J(|x−y|) whereJ(|x−y|) decreases asymptotically in an integrable way. The self-interaction makes the system superstable. It is proven that any invariant DLR measure for this system satisfies Ruelle's superstable estimates (regularity condition)." @default.
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- W2122122992 date "1979-02-01" @default.
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- W2122122992 title "One-dimensional DLR invariant measures are regular" @default.
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- W2122122992 doi "https://doi.org/10.1007/bf01223199" @default.
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