[CvGmt News] [cvgmt] weekly bulletin

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


--- Summary ---


* New papers by: Vittone, Tashiro, Pinamonti, Ramos, Fleschler, Magnabosco, Lussardi, Eberle, Weiss, Rossi, Schütt, Di Marco, Figalli, Borza, Resende, Zambanini, Mondino, Vincini, Bevilacqua, Gigli, Honda, Marzocchi, Schmidt



* Modified papers by: Edelen, Di Marino, Tortorelli, Terracini, Scala, Goldman, Buttazzo, Pinamonti, Engelstein, Candau-Tilh, De Philippis, Verzini, Mészáros, Pozuelo, Datres, Marziani, Sutter, Caponi, Friedrich, Braides, Dondl, Bellettini, Merlet, Nenna, Figalli, Colombo, Maione, Santambrogio, Wolff-Vorbeck, Dal Maso, Giovannardi, Maiale, Velichkov, Mazzoleni, Santilli, Fragalà, Leonardi, van den Berg, Trey, Solombrino, Générau, Essebei, Verzellesi, Ferreri, Bucur, Carlier, Le Bris, Almi, Spolaor, Tolotti, Gerolin, Oudet, Novaga, Tortone, Paolini, Vianello, Schmidt





--- Events next week ---

* Mathematical Materials Science: Defects and Polycrystals
  Mon 14 October 2024 - Fri 18 October 2024
  ICMS, Edinburgh

  http://cvgmt.sns.it/event/915/





--- New Papers ---

* Schmidt, Schütt: Partial regularity for variational integrals with Morrey-Hölder zero-order terms, and the limit exponent in Massari's regularity theorem

* Figalli, Ramos: Improved stability versions of the Prékopa–Leindler inequality

* Di Marco, Pinamonti, Vittone, Zambanini: Stepanov Differentiability Theorem for intrinsic graphs in Heisenberg groups

* Gigli, Vincini: Stability of the heat flow under convergence in concentration and
  consequences

* Honda, Mondino: Gap phenomena under curvature restrictions

* Fleschler: On the uniqueness of tangent cones to area minimizing currents at  boundaries with arbitrary multiplicity

* Fleschler, Resende: On the regularity of area minimizing currents at boundaries with arbitrary multiplicity

* Eberle, Figalli, Weiss: Complete classification of global solutions to the obstacle problem

* Bevilacqua, Lussardi, Marzocchi: Soap films: from the Plateau problem to deformable boundaries

* Borza, Magnabosco, Rossi, Tashiro: The curvature exponent of sub-Finsler Heisenberg groups



--- Modified Papers ---

* Buttazzo, van den Berg, Velichkov: Optimization problems involving the first Dirichlet eigenvalue and the torsional rigidity

* De Philippis, Mészáros, Santambrogio, Velichkov: BV Estimates in Optimal Transportation and Applications

* Spolaor, Velichkov: An epiperimetric inequality for the regularity of some free boundary problems: the $2$-dimensional case

* Bucur, Fragalà, Velichkov, Verzini: On the honeycomb conjecture for a class of minimal convex partitions

* Buttazzo, Velichkov: A Shape Optimal Control Problem with Changing Sign Data

* Colombo, Spolaor, Velichkov: A logarithmic epiperimetric inequality for the obstacle problem

* Colombo, Spolaor, Velichkov: Direct epiperimetric inequalities for the thin obstacle problem and applications

* Engelstein, Spolaor, Velichkov: Uniqueness of the blow-up at isolated singularities for the Alt-Caffarelli functional

* Engelstein, Spolaor, Velichkov: (Log-)epiperimetric inequality and regularity over smooth cones for almost Area-Minimizing currents

* Mazzoleni, Terracini, Velichkov: Regularity of the free boundary for the vectorial Bernoulli problem

* Colombo, Spolaor, Velichkov: On the asymptotic behavior of the solutions to parabolic variational inequalities

* Spolaor, Trey, Velichkov: Free boundary regularity for a multiphase shape optimization problem

* Velichkov: Regularity of the one-phase free boundaries

* Colombo, Spolaor, Velichkov: Almost everywhere uniqueness of blow-up limits for the lower dimensional obstacle problem

* Générau, Oudet, Velichkov: Cut locus on compact manifolds and uniform semiconcavity estimates for a variational inequality

* Générau, Oudet, Velichkov: Numerical computation of the cut locus via a variational approximation of the distance function

* Buttazzo, Maiale, Velichkov: Shape optimization problems in control form

* Maiale, Tortone, Velichkov: Epsilon-regularity for the solutions of a free boundary system

* Bellettini, Marziani, Scala: A non-parametric Plateau problem with partial free boundary

* Edelen, Spolaor, Velichkov: A strong maximum principle for minimizers of the one-phase Bernoulli problem

* Maiale, Tortone, Velichkov: The boundary Harnack principle on optimal domains

* Giovannardi, Pinamonti, Pozuelo, Verzellesi: The prescribed mean curvature equation for $t$-graphs in the Sub-Finsler Heisenberg group $\mathbb{H}^n$

* Dondl, Maione, Wolff-Vorbeck: Phase field model for multi-material shape optimization of inextensible rods

* Marziani, Solombrino: Non-local approximation of free-discontinuity problems in linear elasticity and application to stochastic homogenisation

* Schmidt: Isoperimetric conditions, lower semicontinuity, and existence results  for perimeter functionals with measure data

* Di Marino, Gerolin, Nenna: Universal diagonal estimates for minimizers of the Levy-Lieb functional

* Edelen, Spolaor, Velichkov: The symmetric (log-)epiperimetric inequality and a decay-growth estimate

* De Philippis, Spolaor, Velichkov: (Quasi-)conformal methods in two-dimensional free boundary problems

* Essebei, Giovannardi, Verzellesi: Monge solutions for discontinuous Hamilton-Jacobi equations in Carnot groups

* Santilli: Finite total curvature and soap bubbles with almost constant higher-order mean curvature

* Candau-Tilh, Goldman, Merlet: An exterior optimal transport problem

* Ferreri, Velichkov: Regularity for one-phase Bernoulli problems with discontinuous weights  and applications

* Mazzoleni, Tortone, Velichkov: On the dimension of the singular set in optimization problems with measure constraint

* Novaga, Paolini, Tortorelli: Locally isoperimetric partitions

* Datres, Figalli, Leonardi, Sutter: A Two-Scale Complexity Measure for Deep Learning Models

* Leonardi, Vianello: A Vertex-Skipping property for almost-minimizers of the relative perimeter in convex sets

* Braides, Dal Maso, Le Bris: A closure theorem for $\Gamma$-convergence and H-convergence with applications to non-periodic homogenization

* Carlier, Figalli, Santambrogio: On optimal transport maps between 1/d-concave densities

* Almi, Caponi, Friedrich, Solombrino: A fractional approach to strain-gradient plasticity: beyond core-radius of discrete dislocations

* Tolotti: Stability of the Von Kármán regime for thin plates under Neumann  boundary conditions



--- Open Positions ---

* 4 post-doc positions at the Scuola Superiore Meridionale (deadline: Tue 15 October 2024)
  http://cvgmt.sns.it/position/946/




* PhD Position at Goethe-University Frankfurt (deadline: Thu 31 October 2024)
  http://cvgmt.sns.it/position/954/




* Doctoral and postdoctoral positions at Mathematics Münster (deadline: Fri 1 November 2024)
  http://cvgmt.sns.it/position/953/




* (NEW) One tenure track and three post-doc positions at IMPA (deadline: Fri 1 November 2024)
  http://cvgmt.sns.it/position/956/




* ERC Postdoc position in sub-Riemannian geometry at SISSA, Trieste (Italy) (deadline: Wed 6 November 2024)
  http://cvgmt.sns.it/position/944/




* (NEW) PhD position in differential geometry Frankfurt (deadline: Fri 15 November 2024)
  http://cvgmt.sns.it/position/955/




* 6 year research position in Lisbon (deadline: Fri 29 November 2024)
  http://cvgmt.sns.it/position/942/




* 2 ERC Postdoc positions at Bocconi University, Milan (deadline: Sat 30 November 2024)
  http://cvgmt.sns.it/position/949/




* Assistant Professor at Bocconi University (deadline: Sun 15 December 2024)
  http://cvgmt.sns.it/position/951/




* Expression of interest for a two-year postdoctoral position in Padova (Italy) (deadline: Tue 31 December 2024)
  http://cvgmt.sns.it/position/952/


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