[CvGmt News] [cvgmt] weekly bulletin

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Fri Apr 19 12:00:07 CEST 2019

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

--- Summary ---
* New papers by: Roncoroni, Percivale, Mainini, Friedrich, Guarino Lo Bianco, Schiattarella, Farroni, Vezzoni, Maddalena, Carioni, Fischer, Schlömerkemper, Cicalese, Solombrino, Fusco, Orlando, Catino, Forster
* Modified papers by: Pluda, Zhang, Buffa, Marzocchi, De Filippis, Miranda Jr, Pinamonti, Lussardi, Mukherjee, Carioni, Bredies, Bevilacqua, Palatucci, Fusco, Sire, Maione, Serra Cassano

--- New Papers ---
* Friedrich, Solombrino: Functionals defined on piecewise rigid functions: Integral representation and $\Gamma$-convergence
* Carioni, Fischer, Schlömerkemper: External forces in the continuum limit of discrete systems with non-convex interaction potentials: Compactness for a Γ-development
* Farroni, Fusco, Guarino Lo Bianco, Schiattarella: A formula for the anisotropic total variation of SBV functions
* Maddalena, Mainini, Percivale: Euler's optimal profile problem
* Cicalese, Forster, Orlando: Variational analysis of a two-dimensional frustrated spin system:  emergence and rigidity of chirality transitions
* Catino, Roncoroni, Vezzoni: On the umbilic set of immersed surfaces in three-dimensional space forms

--- Modified Papers ---
* Carioni, Pluda: Calibrations for minimal networks in a covering space setting
* Carioni: A convex decomposition formula for the Mumford-Shah functional in dimension one
* Fusco, Mukherjee, Zhang: A variational characterisation of the second eigenvalue of the p-Laplacian on quasi open sets
* Bredies, Carioni: Sparsity of solutions for variational inverse problems with finite-dimensional data
* De Filippis, Palatucci: Hölder regularity for nonlocal double phase equations
* Buffa, Miranda Jr: Rough traces of functions of bounded variation in metric measure spaces
* Bevilacqua, Lussardi, Marzocchi: Dimensional reduction of the Kirchhoff-Plateau problem
* Mukherjee, Sire: Gradient potential estimates on the Heisenberg Group
* Maione, Pinamonti, Serra Cassano: $\Gamma$-convergence for functionals depending on vector fields I. Integral representation and compactness.

--- Open Positions ---
* Visiting assist professor (deadline: Sat 20 April 2019)

* PhD proposal: spectral geometry and shape optimization (deadline: Thu 2 May 2019)

* (NEW) Five PhD position at Roma Tor Vergata University (deadline: Mon 13 May 2019)

* PhD Position at the University of Sussex (deadline: Fri 31 May 2019)
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