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ESPOSITO, Luca

ESPOSITO, Luca  

Dipartimento di Matematica/DIPMAT  

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Risultati 1 - 20 di 28 (tempo di esecuzione: 0.034 secondi).
Titolo Data di pubblicazione Autore(i) File
A quantitative version of the isoperimetric inequality: the anisotropic case 1-gen-2005 Esposito, Luca; Fusco, N.; Trombetti, C.
A regularity theorem for omega-minimizers of integrals functionals 1-gen-1999 Esposito, Luca; Mingione, G.
A remark on C^1,alpha regularity of minimizers. RICERCHE DI MATEMATICA 1-gen-1996 Esposito, Luca
A remark on L^{2,lambda} regularity for minimizers of quadratic functionals 1-gen-2004 DI GIRONIMO, Patrizia; Esposito, Luca; Sgambati, Luciana
Best Constants in Poincaré Inequalities for Convex Domains 1-gen-2013 Esposito, Luca; Nitsch, C.; Trombetti, C.
C^0,alpha regularity of omega-Minima. 1-gen-1996 A., Dolcini; Esposito, Luca; Fusco, Nicola
Convex symmetrization and Pòlya-Szego inequality 1-gen-2004 Esposito, Luca; Trombetti, C.
Density lower bound estimate for local minimizer of free interface problem with volume constraint 1-gen-2019 Esposito, Luca
Estimates for minimizers of some relaxed polyconvex functionals 1-gen-2021 Carozza, M.; Esposito, L.; Leonetti, F.
Higher differentiability for minimizers of irregular integrals 1-gen-2001 Esposito, Luca; Leonetti, F.; Mingione, G.
Higher integrability for minnimizers of integral functionals with (q,p) growth 1-gen-1999 Esposito, Luca; Leonetti, F.; Mingione, G.
Lipschitz regularity for a class of elliptic equations 1-gen-2006 Esposito, Luca; Mingione, G; Trombetti, C.
The longest shortest fence and sharp Poincaré-Sobolev inequalities, 1-gen-2012 Esposito, Luca; Ferone, V.; Kawohl, B.; Nitsch, C.; Trombetti, C.
The Neumann eigenvalue problem for the ∞-Laplacian 1-gen-2015 Esposito, Luca; Kawohl, B.; Nitsch, C.; Trombetti, C.
On the asymptotic behavior of the eigenvalues of nonlinear elliptic problems in domains becoming unbounded 1-gen-2020 Esposito, Luca; Roy, Prosenjit; Sk, Firoj
On the continuity of the singular equation beta'(u)_t=Delta u 1-gen-1999 Esposito, Luca; Mingione, G.; Stroffolini, B.
Partial regularity for minimizers of convex integrals with LlogL-growth 1-gen-2000 Esposito, Luca; Mingione, G.
Partial regularity of degenerate polyconvex energies 1-gen-2001 Esposito, Luca; Mingione, G.
Quantitative Pólya-Szegö principle for convex symmetrization. 1-gen-2009 Esposito, Luca; Ronca, P.
A quantitativePólya-Szegö principle 1-gen-2008 Cianchi, A; Esposito, Luca; Fusco, N; Trombetti, C.