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doi: 10.1063/1.3569500
handle: 10261/52036
Starting from a variational formulation of the Kardar‐Parisi‐Zhang (KPZ) equation, we point out some strong constraints and consistency tests, to be fulfilled by real‐space discretization schemes. In the light of these findings, the mainstream opinion on the relevance of Galilean invariance and the fluctuation—dissipation theorem (peculiar of 1D) is challenged.
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