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Duality and exact correlations for a model of heat conduction
Cristian Giardinà, Jorge Kurchan, Frank Redig
Source abstract
We study a model of heat conduction with stochastic diffusion of energy. We obtain a dual particle process which describes the evolution of all the correlation functions. An exact expression for the covariance of the energy exhibits long-range correlations in the presence of a current. We discuss the formal connection of this model with the simple symmetric exclusion process.
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