[CvGmt News] [cvgmt] weekly bulletin

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Fri Jul 30 12:00:03 CEST 2021


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


--- Summary ---


* New papers by: Mantegazza, Sorella, Catino, Diana, Della Corte, Sher, Capolli, Pinamonti, Engelstein, Ascione, Paronetto, De Philippis, Cirant, Semola, Cesaroni, Kubin, Mazari, Speight, Davoli, Goffi, Vecchi, Maione, Stefanelli, Kröner, Mondino, Ponsiglione, De Luca, Velichkov, Hassannezhad, Crismale, Tione, Spolaor, Novaga, Ninno, Castorina



* Modified papers by: Catino, Mantegazza, Pinamonti, Capolli, Alicandro, Kesavan, ANOOP, Marconi, Speight, Dondl, Cicalese, Wojtowytsch, Lamboley, Wolff-Vorbeck, ASHOK KUMAR, Gloria, Ftouhi, Novaga, Castorina






--- New Papers ---

* Sorella, Tione: The four-state problem and convex integration for linear differential  operators

* Davoli, Mazari, Stefanelli: Spectral optimisation of inhomogeneous plates

* Cesaroni, Kröner, Novaga: Graphical translators for anisotropic and crystalline mean curvature flow

* Della Corte, Diana, Mantegazza: Global Existence and Stability for the Modified Mullins-Sekerka and Surface Diffusion Flow

* Mondino, Semola: Weak Laplacian bounds and minimal boundaries in non-smooth spaces with Ricci curvature lower bounds

* Hassannezhad, Sher: Nodal count for Dirichlet-to-Neumann operators with potential

* Capolli, Pinamonti, Speight: A $C^k$ Lusin approximation theorem for real-valued functions on Carnot Groups

* De Philippis, Engelstein, Spolaor, Velichkov: Rectifiability and almost everywhere uniqueness of the blow-up for the vectorial Bernoulli free boundaries

* Crismale, De Luca, Kubin, Ninno, Ponsiglione: The variational approach to $s$-fractional heat flows and the limit cases $s\to 0^+$ and $s\to 1^-$

* Cirant, Goffi: On the Liouville property for fully nonlinear equations with superlinear first-order terms

* Ascione, Castorina, Catino, Mantegazza: A matrix Harnack inequality for semilinear heat equations

* Maione, Paronetto, Vecchi: $G$-convergence of elliptic and parabolic operators depending on vector fields



--- Modified Papers ---

* Alicandro, Cicalese, Gloria: Integral representation of the bulk limit of a general class of energies for bounded and unbounded spin systems

* Capolli, Pinamonti, Speight: A $C^m$ Lusin Approximation Theorem for Horizontal Curves in the Heisenberg Group

* Dondl, Novaga, Wojtowytsch, Wolff-Vorbeck: Connected Coulomb Columns: Analysis and Numerics

* Castorina, Catino, Mantegazza: A Triviality Result for Semilinear Parabolic Equations

* ANOOP, ASHOK KUMAR, Kesavan: A shape variation result via the geometry of eigenfunctions

* Marconi: Characterization of minimizers of Aviles-Giga functionals on special domains

* Mantegazza: On $C^2$ umbilical hypersurfaces

* Ftouhi, Lamboley: Blaschke-Santaló diagram for volume, perimeter and first Dirichlet eigenvalue



--- Open Positions ---

* Assistant Professor in geometric non-linear PDEs (5 Years) (deadline: Sat 31 July 2021)
  http://cvgmt.sns.it/position/579/




* Postdoc position at WPI - Vienna/Milano (deadline: Sat 31 July 2021)
  http://cvgmt.sns.it/position/582/




* PhD/Postdoctoral position in the Biomathematics group at TU Dortmund (deadline: Tue 10 August 2021)
  http://cvgmt.sns.it/position/590/




* PhD scholarships (2 positions), NOVA University Lisbon (deadline: Fri 10 September 2021)
  http://cvgmt.sns.it/position/585/




* Analysis and mathematical models in oncology (deadline: Fri 10 September 2021)
  http://cvgmt.sns.it/position/587/




* Postdoctoral position at FAU Erlangen-Nürnberg (Germany) (deadline: Wed 15 September 2021)
  http://cvgmt.sns.it/position/591/




* (NEW) Chair in Mathematics (University of Bristol) (deadline: Fri 24 September 2021)
  http://cvgmt.sns.it/position/592/




* Recruitment of Shing-Tung Yau Center of Southeast University (SEU-Yau Center)  Nanjing, China (deadline: Fri 11 February 2022)
  http://cvgmt.sns.it/position/551/




* Recruitment of the Nanjing Center for Applied Mathematics(NCAM) Nanjing, China (deadline: Fri 11 February 2022)
  http://cvgmt.sns.it/position/469/


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