Assistant Professor (Tenure-track), UMD

Email: anderosa AT umd.edu

Home-page: https://sites.google.com/view/antonioderosa/home

orcid id: 0000-0002-1392-4881

Available papers (24):

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• A. De Rosa - R. Tione (Submitted Paper)
  The double and triple bubble problem for stationary varifolds: the convex case (2023)
• A. De Rosa - R. Resende (Submitted Paper)
  Boundary regularity for anisotropic minimal Lipschitz graphs (2023)
• A. De Rosa - A. Khajavirad (Math. Program.)
  Efficient Joint Object Matching via Linear Programming (2023)
• A. De Rosa - A. Khajavirad (SIAM J. Optim.)
  The ratio-cut polytope and K-means clustering (2022)
• A. De Rosa - L. Lussardi (Math. Eng.)
  On the anisotropic Kirchhoff-Plateau problem (2022)
• G. De Philippis - A. De Rosa (Submitted Paper)
  The anisotropic Min-Max theory: Existence of anisotropic minimal and CMC surfaces (2022)
• A. De Rosa - R. Tione (Inventiones Mathematicae)
  Regularity for graphs with bounded anisotropic mean curvature (2022)
• A. De Rosa - A. Khajavirad (preprint)
  Explicit convex hull description of bivariate quadratic sets with indicator variables (2022)
• A. De Rosa - D. A. La Manna (Comm. Pure Appl. Anal.)
  A nonlocal approximation of the Gaussian perimeter: Gamma convergence and Isoperimetric properties (2021)
• M. Colombo - A. De Rosa - A. Marchese (Comm. Pure App. Math.)
  On the well-posedness of branched transportation (2021)
• A. De Rosa - S. Gioffrè (J. Reine Angew. Math.)
  Absence of bubbling phenomena for non convex anisotropic nearly umbilical and quasi Einstein hypersurfaces (2021)
• M. Colombo - A. De Rosa - A. Marchese - P. Pegon - A. Prouff (Discrete Contin. Dyn. Syst.)
  Stability of optimal traffic plans in the irrigation problem (2021)
• A. De Rosa - S. Kolasiński - M. Santilli (Arch. Ration. Mech. Anal.)
  Uniqueness of critical points of the anisotropic isoperimetric problem for finite perimeter sets (2020)
• A. De Rosa - S. Kolasiński (Comm. Pure App. Math.)
  Equivalence of the ellipticity conditions for geometric variational problems (2020)
• G. De Philippis - A. De Rosa - F. Ghiraldin (J. Geom. Anal.)
  Existence results for minimizers of parametric elliptic functionals (2020)
• G. De Philippis - A. De Rosa - J. Hirsch (Discrete Contin. Dyn. Syst.)
  The area blow up set for bounded mean curvature submanifolds with respect to elliptic surface energy functionals (2019)
• M. Colombo - A. De Rosa - A. Marchese (J. Math. Pures Appl.)
  Stability for the mailing problem (2019)
• A. De Rosa - S. Gioffrè (J. Geom. Anal.)
  Quantitative stability for anisotropic nearly umbilical hypersurfaces (2019)
• A. De Rosa (SIAM J. Math. Anal.)
  Minimization of anisotropic energies in classes of rectifiable varifolds (2018)
• C. De Lellis - A. De Rosa - F. Ghiraldin (Adv. Calc. Var.)
  A direct approach to the anisotropic Plateau's problem (2018)
• G. De Philippis - A. De Rosa - F. Ghiraldin (Comm. Pure App. Math.)
  Rectifiability of varifolds with locally bounded first variation with respect to anisotropic surface energies (2018)
• M. Colombo - A. De Rosa - A. Marchese (Calc. Var. Partial Differential Equations)
  Improved stability of optimal traffic paths (2018)
• M. Colombo - A. De Rosa - A. Marchese - S. Stuvard (Nonlinear Analysis)
  On the lower semicontinuous envelope of functionals defined on polyhedral chains (2017)
• G. De Philippis - A. De Rosa - F. Ghiraldin (Adv. in Math.)
  A direct approach to Plateau's problem in any codimension (2016)

Seminars:

• 6 may 2020: Uniqueness of critical points of the anisotropic isoperimetric problem
• 29 mar 2017: Anisotropic energies in Geometric Measure Theory.

Organizer:

• 22 mar 2019 - 24 mar 2019: New Trends in Geometric Measure Theory
• 24 apr 2017 - 26 apr 2017: Transport problems in Zurich