[CvGmt News] [cvgmt] weekly bulletin

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Fri Mar 1 12:00:13 CET 2019


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


--- Summary ---
* Seminars by: Cinti, Mazzucato
* New papers by: Mazanti, Percivale, Modena, Kreutz, Miranda Jr, Pozzetta, Carioni, Addona, Menegatti, Sattig, Ruf, Tomarelli, Pluda, Rossi, Friedrich, F. G\"olgeleyen, G\"olgeleyen, Maddalena, Cicalese, Stefanelli, Bach, Marchese, Cannarsa, Massaccesi, Yamamoto, Tione, Thomas, Dweik, Floridia
* Modified papers by: Ruf


--- Seminars next week ---
Wed 6 March 2019
* Eleonora Cinti (Università di Bologna): Some recent results in the study of fractional mean curvature flow
  Aula Seminari, Dipartimento di Matematica, Università di Pisa, 17:00
  http://cvgmt.sns.it/seminar/674/

* Anna L. Mazzucato: On the vanishing viscosity limit for incompressible flows
  Sala Seminari (Dipartimento di Matematica di Pisa), 18:00
  http://cvgmt.sns.it/seminar/676/


--- New Papers ---
* Bach, Cicalese, Ruf: Random finite-difference discretizations of the Ambrosio-Tortorelli
  functional with optimal mesh size
* Maddalena, Percivale, Tomarelli: The gap in Pure Traction Problems between Linear Elasticity and Variational Limit of Finite Elasticity
* Carioni, Marchese, Massaccesi, Pluda, Tione: The oriented mailing problem and its convex relaxation
* Dweik, Mazanti: Sharp semi-concavity in a non-autonomous control problem and $L^p$ estimates in an optimal-exit MFG
* Addona, Menegatti, Miranda Jr: Characterization of BV functions on open domains: the Gaussian case and the general case
* Rossi, Stefanelli, Thomas: Rate-independent evolution of sets
* Modena, Sattig: Convex integration solutions to the transport equation with full
  dimensional concentration
* Pozzetta: A varifold perspective on the $p$-elastic energy of planar sets
* Friedrich, Kreutz: Crystallization in the hexagonal lattice for ionic dimers
* Friedrich, Kreutz: Finite crystallization and wulff shape emergence for ionic compounds in the square lattice
* Cannarsa, F. G\"olgeleyen, Floridia, Yamamoto: Inverse coefficient problems for a transport equation by local Carleman estimate
* Cannarsa, Floridia, G\"olgeleyen, Yamamoto: Inverse coefficient problems for a transport equation by local Carleman estimate
* Cannarsa, Floridia, G\"olgeleyen, Yamamoto: Inverse coefficient problems for a transport equation by local Carleman estimate


--- Modified Papers ---
* Ruf: Discrete stochastic approximations of the Mumford-Shah functional


--- Open Positions ---
* Associate Professor or Full Professor in Analysis and Modelling at TUM (deadline: Sun 3 March 2019)
  http://cvgmt.sns.it/position/393/

* PhD position (deadline: Wed 13 March 2019)
  http://cvgmt.sns.it/position/392/

* Fully funded EPSRC PhD (Bristol Engineering) (deadline: Fri 15 March 2019)
  http://cvgmt.sns.it/position/395/

* Optimal control and long-term dynamics for mathematical models of tumor growth and 3D printing (deadline: Wed 20 March 2019)
  http://cvgmt.sns.it/position/394/

* (NEW) Professor position in mathematical physics in Heidelberg (deadline: Thu 28 March 2019)
  http://cvgmt.sns.it/position/396/

* 21 PhD fellowships in Paris 2019/20 - Fondation Science Mathémathiques Paris (deadline: Mon 1 April 2019)
  http://cvgmt.sns.it/position/286/

* (NEW) 5-9 Postdoc Positions in Jyväskylä (deadline: Mon 1 April 2019)
  http://cvgmt.sns.it/position/397/
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