[CvGmt News] CVGMT weekly bulletin
web at cvgmt.sns.it
web at cvgmt.sns.it
Fri Dec 23 12:00:02 CET 2011
Weekly bulletin of http://cvgmt.sns.it/
--- Summary ---
* New papers by: Capriani, Daneri, Figalli, De Philippis, Maggi, Focardi, Spadaro, Focardi, Masnou, Nardi, Masnou, Nardi, Rimoldi, Veronelli, Brasco, Nitsch, Pratelli, Mucci, Ambrosio, Ghiraldin
* Modified papers by: Mucci, Focardi, Gelli, Ponsiglione, Focardi, De Lellis, Focardi, Spadaro, Focardi, Gelli, Focardi, Mariano, Ambrosio, Gigli, Savaré
--- New Papers ---
* Capriani: The Steiner rearrangement in any codimension
* Daneri, Figalli: Variational models for the incompressible Euler equations
* De Philippis, Maggi: Sharp stability inequalities for the Plateau problem
* Focardi, Spadaro: An intrinsic approach to manifold constrained variational problems
* Focardi: Vector-valued obstacle problems for non-local energies
* Masnou, Nardi: A coarea-type formula for the relaxation of a generalized elastica functional
* Masnou, Nardi: Gradient Young measures, varifolds, and a generalized Willmore functional
* Rimoldi, Veronelli: $f$-Harmonic maps and applications to gradient Ricci solitons
* Brasco, Nitsch, Pratelli: On the boundary of the attainable set of the Dirichlet spectrum
* Mucci: Graphs of vector valued maps: decomposition of the boundary
* Ambrosio, Ghiraldin: Flat chains with finite size in metric spaces
--- Modified Papers ---
* Mucci: Maps into projective spaces: liquid crystal and conformal energies
* Focardi, Gelli, Ponsiglione: Fracture mechanics in perforated domains: a variational model for brittle porous media
* Focardi: Aperiodic fractional obstacle problems
* De Lellis, Focardi, Spadaro: Lower semicontinuous functionals for Almgren's multiple valued functions
* Focardi, Gelli: Relaxation of free-discontinuity energies with obstacle
* Focardi, Mariano: Discrete dynamics of complex bodies with substructural dissipation: variational integrators and convergence
* Ambrosio, Gigli, Savaré: Density of Lipschitz functions and equivalence of weak gradients in metric measure spaces
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