[CvGmt News] [cvgmt] weekly bulletin

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Fri Sep 17 12:00:04 CEST 2021

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

--- Summary ---

* New papers by: Pasqualetto, Schultz, Nobili, Contreras Hip, D'Onofrio, Bresciani, Marconi, Bonacini, Zeppieri, Cristoferi, Kruzik, Malchiodi, Suzuki, Mou, Mészáros, van den Berg, Lamy, Bruè

* Modified papers by: Di Marino, Fonseca, Petrache, Brand, Pluda, Kubin, Thorpe, Bétermin, Marconi, Gravina, Dolzmann, Scilla, Ponsiglione, Santambrogio, Sapio, De Luca, Dal Maso, Farroni, Cristoferi, Solombrino

--- Events next week ---

* ISIMM Online Meeting (STAMM 2020+1)
  Fri 17 September 2021 - Fri 17 September 2021


* Distributed Solutions to Complex Societal Problems
  Mon 20 September 2021 - Fri 17 December 2021
  University of Chicago, USA


* Calculus of Variations-Back to Carthage: POSTPONED to 16-20 May 2022
  Mon 20 September 2021 - Sat 25 September 2021


* Analysis on singular spaces
  Mon 20 September 2021 - Fri 24 September 2021
  Muenster, Germany


  Fri 24 September 2021 - Fri 24 September 2021
  Roma, Palazzo Corsini - Via della Lungara, 10


--- New Papers ---

* Nobili, Pasqualetto, Schultz: On master test plans for the space of BV functions

* Bruè, Suzuki: BV functions and sets of finite Perimeter on Configuration Spaces

* Malchiodi, van den Berg: On some variational problems involving capacity, torsional rigidity, perimeter and measure

* Bonacini, Cristoferi: Thin films of diblock copolymers: existence and two-dimensional  regularity of minimizing configurations

* Bresciani, Kruzik: A reduced model for plates arising as low energy $\Gamma$-limit in nonlinear magnetoelasticity

* Contreras Hip, Lamy, Marconi: Generalized Characteristics for Finite Entropy Solutions of Burgers' Equation

* Mészáros, Mou: Mean Field Games systems under displacement monotonicity

* D'Onofrio, Zeppieri: $\Gamma$-convergence and stochastic homogenisation of degenerate integral functionals in weighted Sobolev spaces

--- Modified Papers ---

* De Luca, Ponsiglione: Low energy configurations of topological singularities in two dimensions: A $\Gamma$-convergence analysis of dipoles

* Cristoferi, Fonseca: Piecewise constant reconstruction of damaged color images

* Cristoferi, Thorpe: Large Data Limit for a Phase Transition Model with the $p$-Laplacian on Point Clouds

* Dal Maso, De Luca: A minimization approach to the wave equation on time-dependent domains

* Marconi: On the structure of weak solutions to scalar conservation laws with finite entropy production

* Bétermin, De Luca, Petrache: Crystallization to the square lattice for a two body potential

* Di Marino, Santambrogio: JKO estimates in linear and non-linear Fokker-Planck equations, and Keller-Segel: $L^p$ and Sobolev bounds

* Cristoferi, Gravina: Sharp interface limit of a multi-phase transitions model under nonisothermal conditions

* Sapio: A dynamic model for viscoelasticity in domains with time-dependent  cracks

* Cristoferi, Gravina: On the relaxation of functionals with contact terms on non-smooth  domains

* De Luca, Kubin, Ponsiglione: The core-radius approach to supercritical fractional perimeters, curvatures and geometric flows

* Brand, Dolzmann, Pluda: Variational models for the interaction of surfactants with curvature - existence and regularity of minimizers in the case of flexible curves

* Farroni, Scilla, Solombrino: On some non-local approximation of nonisotropic Griffith-type functionals

* Dal Maso, Sapio: Quasistatic limit of a dynamic viscoelastic model with memory

--- Open Positions ---

* Professore associato di analisi matematica - Dipartimento SBAI - Sapienza Università di Roma (deadline: Thu 23 September 2021)

* Chair in Mathematics (University of Bristol) (deadline: Fri 24 September 2021)

* PhD and Two Postdoctoral Positions at EPFL Lausanne (deadline: Tue 30 November 2021)

* Recruitment of Shing-Tung Yau Center of Southeast University (SEU-Yau Center)  Nanjing, China (deadline: Fri 11 February 2022)

* Recruitment of the Nanjing Center for Applied Mathematics(NCAM) Nanjing, China (deadline: Fri 11 February 2022)

* (NEW) Research project on Optimal Transportation (deadline: Sat 31 December 2022)

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