![]() L.- TROMBETTI, G., Comparaison des solutions d'équations paraboliques et elliptiques par symétrisation. Poincaré - Analyse Nonlinéaire, 16, 2, 1999. L.- MATARASSO, S.- TROMBETTI, G., Comparison results for solutions to elliptic problems via symmetrization, Ann. ALVINO, A.- FERONE, V.- TROMBETTI, G., Estimates for the gradient of nonlinear elliptic equations with L 1 data, in corso di stampa su Ann.ALVINO, A.- FERONE, V.- TROMBETTI, G., On the properties of some nonlinear eigenvalues, SIAM J.ALVINO, A.- FERONE, V.- TROMBETTI, G., A priori estimates for a class of non uniformly elliptic equations, Atti Sem.ALVINO, A.- FERONE, V.- TROMBETTI, G., Moser-type inequalities in Lorentz spaces, Potential Analysis, 5, 1996.Poincaré - Analyse Nonlinéaire, 14, 1997. L.- TROMBETTI, G., Convex symmetrization and applications, Ann. L.- TROMBETTI, G., Elliptic equations and Steiner symmetrization, Comm. L.- TROMBETTI, G., Équations elliptiques et symétrisation de Steiner, C. ALVINO, A.- BOCCARDO, L.- FERONE, V.- ORSINA, L.- TROMBETTI, G., in preparazione.ALVINO, A., Un caso limite della diseguaglianza di Sobolev in spazi di Lorentz, Rend.ALVINO, A., Sulla diseguaglianza di Sobolev in spazi di Lorentz, Boll.Zbl0692.46028 MR968686ĪLVINO, A., Formule di maggiorazione e regolarizzazione per soluzioni di equazioni ellittiche del secondo ordine in un caso limite, Atti Accad. H., Symmetric decreasing rearrangement can be discontinuous, Bull. H., Symmetric decreasing rearrangement is sometimes continous, J. ALBERICO, A.- FERONE, V., Regularity properties of solutions of elliptic equations in R 2 in limit cases, Atti Accad.A.- PERAL, I., An a priori estimate for the N-Laplacian, C. ![]()
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