Abstract
This paper is devoted to some Lipschitz estimates between sub-and super-solutions of Fully Nonlinear equations on the model of the anisotropic p-Laplacian. In particular we derive from the results enclosed that the continuous viscosity solutions for the equation N 1 ∂i(∂iu| p i −2 ∂iu) = f are Lipschitz continuous when sup i pi < infi pi + 1, where p = i piei.
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