Symmetrization with respect to the anisotropic perimeter and applications
Della Pietra, Francesco · Gavitone, Nunzia
Original · EN
In this paper we introduce a new type of symmetrization, which preserves the anisotropic perimeter of the level sets of a suitable concave smooth function, in order to prove sharp comparison results for solutions of a class of homogeneous Dirichlet fully nonlinear elliptic problems of second order and for suitable anisotropic Hessian integrals.
English translation
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