We consider integral functionals in which the density has growth p_i with respect to ∂u/∂x_i. We show that higher integrability of the boundary datum forces minimizer to be more integrable.
Global integrability for minimizers of anisotropic functionals
LEONETTI, Francesco;
2014-01-01
Abstract
We consider integral functionals in which the density has growth p_i with respect to ∂u/∂x_i. We show that higher integrability of the boundary datum forces minimizer to be more integrable.File in questo prodotto:
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