[CvGmt News] CVGMT: weekly bulletin

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Subject: CVGMT weekly bulletin

Weekly bulletin of http://cvgmt.sns.it/

--- Summary ---

* Seminars by: Squassina
* New papers by: Pisante, Stefanelli, Farina, Rossi, Mazzoleni, Roche, Palatucci, Franzina
* Modified papers by: Ambrosio, Pinamonti, Rajala, Pratelli, Palatucci, Cavalletti, Kuusi, Ferrari, Cesaroni, Baroni, Di Castro, Valdinoci, Figalli, Barilari, Louet, Nystrom, Mingione, Mondino, Brasco, Jendrej, Dipierro, Racca, Mazzoleni, Huesmann, Gigli, Carlier, Novaga

--- Seminars next week ---

* Wednesday 27 feb 2013
time: 17:00
Sala Seminari, Department of Mathematics, Pisa University

On the Schrodinger-Newton system
Marco Squassina 

Abstract. We discuss some results about the Schrodinger-Newton system. In particular we deal with its stability features.

--- New Papers ---

* Roche, Rossi, Stefanelli: Stability results for doubly nonlinear differential inclusions by variational convergence

* Franzina: Existence, Uniqueness, Optimization and Stability for low Eigenvalues of some Nonlinear Operators

* Palatucci, Pisante: Improved Sobolev embeddings, profile decomposition,     and concentration-compactness  for fractional Sobolev spaces

* Farina: Some symmetry results for entire solutions of an elliptic system arising in phase separation

* Farina: A Bernstein-type result for the minimal surface equation

* Mazzoleni: Boundedness of minimizers for spectral problems in $\mathbb{R}^N$

--- Modified Papers ---

* Pinamonti, Valdinoci: A Geometric inequality for stable solutions of semilinear elliptic problems in the Engel group

* Racca: A viscosity-driven crack evolution

* Mazzoleni, Pratelli: Existence of minimizers for spectral problems

* Dipierro, Figalli, Palatucci, Valdinoci: Asymptotics of the $s$-perimeter as $s \searrow 0$

* Cesaroni, Novaga, Pinamonti: One-dimensional symmetry for semilinear equations with unbounded drift

* Ambrosio, Gigli, Mondino, Rajala: Riemannian Ricci curvature lower bounds in metric measure spaces with $\sigma$-finite measure

* Brasco, Carlier: On certain anisotropic elliptic equations arising in congested optimal transport: local gradient bounds

* Louet: Some results on Sobolev spaces with respect to a measure and applications to a new transport problem

* Ferrari, Pinamonti: Nonexistence results for semilinear equations in Carnot groups

* Barilari, Jendrej: Small time heat kernel asymptotics at the cut locus on two-spheres of revolution

* Cavalletti, Huesmann: Metric regularity for optimal transport plans

* Baroni, Di Castro, Palatucci: Global estimates for nonlinear parabolic equations

* Kuusi, Mingione, Nystrom: A boundary Harnack inequality for singualr equations of $p$-parabolic type

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