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Numerical study of an effective interface model for the growth of wetting layers.

We present results from a numerical study of an effective interface model introduced by Lipowsky for the growth of wetting layers under complete wetting conditions. Both the equilibrium and the dynamical properties of the model are studied. The values of the scaling exponents are computed when the bulk dimension of the system is either above or below the upper critical dimension. In each case, we find good agreement with the theoretical predictions.