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Mugnai, Dimitri - Dipartimento di Matematica e Informatica, Università di Perugia
Maximum principles for anisotropic elliptic inequalities Roberto Fortini a
UNIVERSIT`A DEGLI STUDI DI PERUGIA Facolt`a di Scienze MM. FF. e NN.
Bounce on a p-Laplacian Dimitri Mugnai
Asymptotic behaviour, nodal lines and symmetry properties for solutions of superlinear elliptic
Quasilinear elliptic inequalities on complete Riemannian manifolds
Solitary Waves for Nonlinear Klein-Gordon-Maxwell and
1 SPAZI DI LEBESGUE Lezioni di Analisi Matematica 6
A note on an exponential semilinear equation of the fourth order
Solitary waves in Abelian Gauge Theories with strongly nonlinear potentials
Non-Existence Results for the Coupled Klein-Gordon-Maxwell Equations
UNIVERSIT`A DEGLI STUDI DI PERUGIA Facolt`a di Scienze MM. FF. e NN.
On the exact number of bifurcation branches in a square and in a cube
Compiti d'Esame A.A. 2005/2006 UNIVERSIT`A DEGLI STUDI DI PERUGIA
Advanced Nonlinear Studies 9 (2009), xxxxxx Maximum Principles for Inhomogeneous Elliptic
Stability of solutions for some classes of nonlinear damped wave equations
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
Four nontrivial solutions for subcritical exponential equations
Multiplicity of critical points in presence of a linking: application to a superlinear boundary
Disequazioni variazionali inverse e punti asintoticamente critici
Curriculum di DIMITRI MUGNAI Nome: DIMITRI MUGNAI
UNIVERSIT`A DEGLI STUDI DI PERUGIA Facolt`a di Scienze MM. FF. e NN.
UNIVERSIT`A DEGLI STUDI DI PERUGIA Facolt`a di Scienze MM. FF. e NN.
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
Multiplicity of solutions for semilinear variational inequalities via linking and
