Gli schemi Semi-Lagrangiani (SL) sono abitualmente applicati in campi quali fluidodinamica ambientale, fisica dei plasmi ed equazioni di Hamilton-Jacobi, ma la loro applicazione a leggi di bilancio no...
Let (Xn+1,g+) be an (n+1)-dimensional asymptotically hyperbolic manifold with a conformal infinity (Mn,h). The fractional Yamabe problem addresses to solve Pγ[g+,h](u)=cun+2γn−2γ, u>0 on M whe...
I will describe recent results dealing with a nonlocal version of the De Giorgi conjecture on flatness of level sets for solutions of semi linear equ The first results obtained in this direction were ...
Abstract: In recent decades the role of mathematics in then analysis of economic and financial phenomena has greatly increased.Unfortunately, the effects of such a process have not always been positiv...
We are interested in modeling and simulating surface runoff in urban areas during extreme rainfall events. We propose an extended Saint-Venant system which incorporates an additional rain term on the ...
Soluzioni a valori misure di Young e di Radon intervengono in modo naturale nello studio di equazioni paraboliche quasilineari con energia non convessa (o equazioni forward-backward). Saranno presenta...
Energy minimization methods have been shown to be particularly effective for solving a wide class of inverse problems in computer vision and image processing. Variational methods are energy minimizati...
The Morse-Sard theorem, and the generalizations by Dubovitskiui and Federer, have numerous applications and belong to the core results of multivariate calculus for smooth mappings. In this talk we dis...
