[CvGmt News] [cvgmt] weekly bulletin

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Fri Jun 22 12:00:08 CEST 2018

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

--- Summary ---
* New papers by: Cesaroni, Lahti, Stefanelli, Zhang, Bach, Spector, Braides, Bardi, Zeppieri, Topp, Pellet, Mukherjee, Jones, Davoli, Fusco, Zhong, Roubicek, Scardia, Shanmugalingam
* Modified papers by: Lahti, Cruz Blázquez, Ambrosio, Goldman, Pagliari, Mantegazza, Malý, Kreutz, Bardi, Baldi, Haus, Shanmugalingam, Serfaty, De Cicco, Cirant, Pluda, Brasco, Conti, Braides, Crasta, Otto, Bjorn, Valdinoci, Crippa, Ruiz, Scilla, Li, Dipierro, Dall'Acqua, Berendsen, Fischer, Korte, Novaga, Solombrino, Aikawa, Bjorn

--- Events next week ---
* An Analyst, a Geometer and a Probabilist Walk Into a Bar
  Mon 25 June 2018 - Fri 29 June 2018
  Cardiff University

* Calculus of Variations at Paris-Diderot
  Mon 25 June 2018 - Wed 27 June 2018

* Youth Workshop on Analysis
  Wed 27 June 2018 - Fri 29 June 2018
  Novosibirsk, Russia

--- New Papers ---
* Davoli, Roubicek, Stefanelli: Dynamic perfect plasticity and damage in viscoelastic solids
* Bardi, Cesaroni, Topp: Periodic homogenization of nonlocal Hamilton-Jacobi equations with coercive gradietn terms
* Bach, Braides, Zeppieri: Quantitative analysis of finite-difference approximations of free-discontinuity problems
* Pellet, Scardia, Zeppieri: Homogenization of high-contrast Mumford-Shah energies
* Fusco, Mukherjee, Zhang: A variational characterisation of the second eigenvalue of the p-Laplacian on quasi open sets
* Jones, Lahti, Shanmugalingam: Modulus of families of sets of finite perimeter and  quasiconformal maps between metric spaces of globally $Q$-bounded geometry
* Mukherjee, Zhong: $C^{1,α}$-Regularity for variational problems in the Heisenberg
* Spector: An Optimal Sobolev Embedding for $L^1$

--- Modified Papers ---
* Ambrosio, Crippa: Continuity equations and ODE flows with non-smooth velocity
* Lahti, Shanmugalingam: Trace theorems for functions of bounded variation in metric spaces
* Baldi, Haus, Mantegazza: Non-Existence of Theta-Shaped Self-Similarly Shrinking Networks Moving by Curvature
* Malý, Shanmugalingam: Neumann problem for p-Laplace  equation in metric spaces using a variational approach: existence, boundedness, and boundary regularity
* Braides, Kreutz: Design of lattice surface energies
* Korte, Lahti, Li, Shanmugalingam: Notions of Dirichlet problem for functions of least gradient in metric measure spaces
* Braides, Kreutz: An integral-representation result for continuum limits of discrete energies with multi-body interactions
* Conti, Goldman, Otto, Serfaty: A branched transport limit of the Ginzburg-Landau functional
* Goldman: Self-similar minimizers of a branched transport functional
* Bardi, Fischer: On non-uniqueness and uniqueness of solutions in finite-horizon Mean Field Games
* Bardi, Cirant: Uniqueness of solutions in Mean Field Games with several populations and Neumann conditions
* Dipierro, Novaga, Valdinoci: On a Minkowski geometric  flow in the plane
* Berendsen, Pagliari: On the asymptotic behaviour of nonlocal perimeters
* Crasta, De Cicco: An extension of the pairing theory between divergence-measure fields and BV functions
* Scilla, Solombrino: Multiscale analysis of singularly perturbed finite dimensional gradient flows: the minimizing movement approach
* Dall'Acqua, Novaga, Pluda: Minimal elastic networks
* Cruz Blázquez, Ruiz: Prescribing Gaussian and geodesic curvature on the disk
* Brasco: On principal frequencies and isoperimetric ratios in convex sets

--- Open Positions ---
* 11 PhD Positions, Graduate School  IntComSin, Regensburg-Erlangen (deadline: Sun 1 July 2018)

* FAU Erlangen - 11 Doctorate Positions - Interfaces, Complex Structures and Singular Limits in Continuum Mechanics (deadline: Sun 1 July 2018)

* (NEW) Research Grants in Padova --- Assegni di ricerca di tipo B (deadline: Wed 11 July 2018)

* Postdoctoral Researcher in Applied Analysis at Utrecht University (deadline: Sun 15 July 2018)

* Utrecht University: 3-year postdoc position (deadline: Sun 15 July 2018)

* Tenure-Track position Departamento de Matemática PUC-RIO (deadline: Fri 31 August 2018)
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