In this paper, we prove a higher integrability result for the horizontal gradient of a minimizer of a functional of the type whose matrix of the coefficients A(x) = tA(x) satisfies the anisotropic bounds where the ellipticity function K(x) ∈ A2 ∩RHτ, τ opportunely related to the homogeneous dimension, and is such that the pair.
Higher integrability of minimizers of degenerate functionals in carnot-caratheodory spaces / Di Gironimo, P.; Giannetti, F.. - In: ANNALES ACADEMIAE SCIENTIARUM FENNICAE. MATHEMATICA. - ISSN 1239-629X. - 45:1(2020), pp. 293-303. [10.5186/aasfm.2020.4509]
Higher integrability of minimizers of degenerate functionals in carnot-caratheodory spaces
Giannetti F.
2020
Abstract
In this paper, we prove a higher integrability result for the horizontal gradient of a minimizer of a functional of the type whose matrix of the coefficients A(x) = tA(x) satisfies the anisotropic bounds where the ellipticity function K(x) ∈ A2 ∩RHτ, τ opportunely related to the homogeneous dimension, and is such that the pair.File in questo prodotto:
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