Proves existence, comparison principle, and uniqueness for the Cauchy-Dirichlet problem of fully nonlinear anisotropic evolution equations under a closeness assumption on the exponents that ensures a power of the solution has a gradient.
Marcellini: Un exemple de solution discontinue d’un probl` eme variationnel dans le case scalaire
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Existence, comparison principle and uniqueness for fully nonlinear anisotropic evolution equations
Proves existence, comparison principle, and uniqueness for the Cauchy-Dirichlet problem of fully nonlinear anisotropic evolution equations under a closeness assumption on the exponents that ensures a power of the solution has a gradient.