Problèmes mixtes non linéaires et stabilité des chocs multidimensionnels
Problèmes mixtes pour des systèmes hyperboliques singuliers
Problèmes mixtes pour le système de Maxwell
Problèmes paraboliques et opérateurs pseudo-différentiels
Problèmes semi-linéaires avec données mesures
Problèmes unilatéraux pour des équations non linéaires de convection-réaction
Problemi ai limiti per equazioni differenziali del secondo ordine fortemente nonlineari
Problemi di regolarità hölderiana per sistemi parabolici non variazionali
Problemi di trasmissione per sistemi parabolici nonlineari di tipo Phase-Field
Problemi ellittici non lineari con dati singolari e applicazioni alla teoria elettrodebole di Glashow-Salam-Weinberg
Problemi parabolici a frontiera libera
Problemi semilineari ed integro-differenziali per Sublaplaciani
Problemi variazionali non lineari di tipo ellittico
Problems in Linked Operators. I.
Problems in Linked Operators. II.
Problems involving -Laplacian type equations and measures
Problems involving -Laplacian type equations and measures
In this paper I discuss two questions on -Laplacian type operators: I characterize sets that are removable for Hölder continuous solutions and then discuss the problem of existence and uniqueness of solutions to with zero boundary values; here is a Radon measure. The joining link between the problems is the use of equations involving measures.
Problems which lead to a generalization of the concept of an ordinary nonlinear differential equation
Proceedings of EQUADIFF 10, Prague, August 27–31, 2001. Preface.
Processus associés à l'équation des milieux poreux