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Название: A Microscopic Model of Interface Related to the Burgers Equation
Авторы: De Masi A., Ferrari P.A., Vares M.E.
A microscopic model for a solid-on-solid type of interface under the influence of an external field is introduced. It is proven that in equilibrium the macroscopic profile satisfies a partial differential equation which is (up to a transformation) the stationary Burgers equation. The study is based on the structure of the invariant measures for a related asymmetric simple exclusion process.