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Publisher’s description: The book contains two contributions about the work of Emmanuele DiBenedetto and a selection of original papers. The authors are some of the main experts in Harnack’s inequalities and nonlinear operators. These papers are part of the contributions presented during the conference to celebrate the 70th birthday of Prof. Emmanuele DiBenedetto, which was held at “Il Palazzone” in Cortona from June 18th to 24th, 2017. The papers are focused on current research topics regarding the qualitative properties of solutions, connections with calculus of variations, Harnack inequality and regularity theory. Some papers are also related to various applications. Many of the authors have shared with Prof. DiBenedetto an intense scientific and personal collaboration, while many others have taken inspiration from and further developed his field of research. The topics of the conference are certainly of great interest for the international mathematical community.
The articles of this volume will be reviewed individually.
Indexed articles:
Vespri, Vincenzo, What I learnt from Emmanuele DiBenedetto, 1-27 [Zbl 1473.35005]
Andreucci, Daniele; Gianazza, Ugo, A short presentation of Emmanuele’s work, 29-41 [Zbl 1473.35010]
Bögelein, Verena; Duzaar, Frank; Scheven, Christoph, Evolutionary problems in non-cylindrical domains, 43-60 [Zbl 1473.35342]
Camellini, Filippo; Eleuteri, Michela; Polidoro, Sergio, A compactness result for the Sobolev embedding via potential theory, 61-91 [Zbl 1484.46034]
Caruso, Giovanni, Mathematical modeling of the rod phototransduction process, 93-124 [Zbl 1487.35374]
Daví, Fabrizio, Existence, decay time and light yield for a reaction-diffusion-drift equation In the continuum physics of scintillators, 125-137 [Zbl 1487.35376]
Di Fazio, Giuseppe; Fanciullo, Maria Stella; Zamboni, Pietro, Boundary Harnack type inequality and regularity for quasilinear degenerate elliptic equations, 139-157 [Zbl 1480.35270]
Montoro, Luigi, Monotonicity of positive solutions to \(- \Delta_p u + a(u)| \nabla u|^q = F(U) \) in the half-plane in the case \(p\leqslant 2\), 159-174 [Zbl 1473.35318]
Teixeira, Eduardo V.; Urbano, José Miguel, Geometric tangential analysis and sharp regularity for degenerate pdes, 175-192 [Zbl 1473.35347]