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Dive into the research topics where Chiara Leone is active.

Publication


Featured researches published by Chiara Leone.


Proceedings of the Royal Society of Edinburgh: Section A Mathematics | 2006

A lower semi-continuity result for polyconvex functionals in SBV

Nicola Fusco; Chiara Leone; Anna Verde; Riccardo March

We prove a semicontinuity theorem for an integral functional made up by a polyconvex energy and a surface term. Our result extends to the BV framework a well known result by John Ball.


Siam Journal on Mathematical Analysis | 2010

Lower Semicontinuity in SBV for Integrals with Variable Growth

Virginia De Cicco; Chiara Leone; Anna Verde

We prove a lower semicontinuity result for free discontinuity energies with a quasiconvex volume term having nonstandard growth and a surface term.


Calculus of Variations and Partial Differential Equations | 2018

On the Lipschitz character of orthotropic

Pierre Bousquet; Lorenzo Brasco; Chiara Leone; Anna Verde

We prove that local weak solutions of the orthotropic p-harmonic equation are locally Lipschitz, for every


Archive | 2006

p-

Chiara Leone


Annales De L Institut Henri Poincare-analyse Non Lineaire | 2006

harmonic functions

Andrea Dall'Aglio; Daniela Giachetti; Chiara Leone; Sergio Segura de León

p\ge 2


Nonlinear Analysis-theory Methods & Applications | 2007

Obstacle Problems for Monotone Operators with Measure Data

Chiara Leone; Antonia Passarelli di Napoli; Anna Verde


Journal of Differential Equations | 2014

Quasi-linear parabolic equations with degenerate coercivity having a quadratic gradient term

Chiara Leone; Masashi Misawa; Anna Verde

p≥2 and in every dimension. More generally, the result holds true for more degenerate equations with orthotropic structure, with right-hand sides in suitable Sobolev spaces.


Journal de Mathématiques Pures et Appliquées | 2012

Lipschitz regularity for some asymptotically subquadratic problems

Chiara Leone; Masashi Misawa; Anna Verde

The aim of this work is to study obstacle problems associated to monotone operators when the forcing term is a bounded Radon measure. Existence, uniqueness, stability results, and properties of the solutions are investigated.


Calculus of Variations and Partial Differential Equations | 2014

The regularity for nonlinear parabolic systems of p-Laplacian type with critical growth

Matteo Focardi; Nicola Fusco; Chiara Leone; Paolo Marcellini; Elvira Mascolo; Anna Verde


Asymptotic Analysis | 2002

A global existence result for the heat flow of higher dimensional H-systems

Chiara Leone

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Anna Verde

University of Naples Federico II

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Giovanni Pisante

Seconda Università degli Studi di Napoli

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Daniela Giachetti

Sapienza University of Rome

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Nicola Fusco

University of Naples Federico II

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Lorenzo Brasco

Aix-Marseille University

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Andrea Dall'Aglio

Sapienza University of Rome

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