Codice QDD 54 Titolo Positive solutions to a linearly perturbed critical growth biharmonic problem Data 2009-11-06 Autore/i Berchio, E ; Gazzola, F. Link Download full text Abstract Existence and nonexistence results for positive solutions to a linearly perturbed critical growth biharmonic problem under Steklov boundary conditions, are determined. Furthermore, by investigating the critical dimensions for this problem, a Sobolev inequality with remainder terms, of both interior and boundary type, is deduced.