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- W2019713077 abstract "We prove a large deviation principle for the finite-dimensional marginals of the Gibbs distribution of the macroscopic overlap parameters in the Hopfield model in the case where the number of random patterns M , as a function of the system size N, satisfies lim sup $M(N) /N =0$. In this case, the rate function is independent of the disorder for almost all realizations of the patterns." @default.
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- W2019713077 title "An almost sure large deviation principle for the Hopfield model" @default.
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