In this paper we study the degree of integrability of quasiharmonic fields. These fields are connected with the study ofthe equation dìv<A(x)\Du(x)> = O,where the symmetric matrix A(x) is controleted by a nonnegative function K(x) belongs to the exponential class. We prove that the gradient of a local solution of the equation belongs to opportunity Zygmund space.
QUASIHARMONIC FIELDS: A HIGHER INTEGRABILITY RESULT
DI GIRONIMO, Patrizia
2007
Abstract
In this paper we study the degree of integrability of quasiharmonic fields. These fields are connected with the study ofthe equation dìvFile in questo prodotto:
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