DE ROSA, ANTONIO
DE ROSA, ANTONIO
Dipartimento di Scienze delle Decisioni
A direct approach to Plateau's problem in any codimension
2016 De Philippis, Guido; De Rosa, Antonio; Ghiraldin, Francesco
A direct approach to the anisotropic Plateau problem
2019 De Lellis, Camillo; De Rosa, Antonio; Ghiraldin, Francesco
A non local approximation of the Gaussian perimeter: Gamma convergence and isoperimetric properties
2021 De Rosa, Antonio; La Manna, Domenico Angelo
Absence of bubbling phenomena for non-convex anisotropic nearly umbilical and quasi-Einstein hypersurfaces
2021 De Rosa, Antonio; Gioffrè, Stefano
Efficient joint object matching via linear programming
2023 De Rosa, Antonio; Khajavirad, Aida
Equivalence of the ellipticity conditions for geometric variational problems
2020 De Rosa, Antonio; Kolasinski, Sławomir
Existence results for minimizers of parametric elliptic functionals
2020 De Philippis, Guido; De Rosa, Antonio; Ghiraldin, Francesco
Functional changes in prefrontal cortex following frequency-specific training
2022 Bach-Morrow, Lana; Boccalatte, Francesco; De Rosa, Antonio; Devos, David; Garcia-Sanchez, Carmen; Inglese, Matilde; Droby, Amgad
Improved stability of optimal traffic paths
2018 Colombo, Maria; De Rosa, Antonio; Marchese, Andrea
Minimization of anisotropic energies in classes of rectifiable varifolds
2018 De Rosa, Antonio
On the anisotropic kirchhoff-plateau problemy
2022 De Rosa, Antonio; Lussardi, Luca
On the lower semicontinuous envelope of functionals defined on polyhedral chains
2017 Colombo, Maria; De Rosa, Antonio; Marchese, Andrea; Stuvard, Salvatore
On the Well-Posedness of branched transportation
2021 Colombo, Maria; De Rosa, Antonio; Marchese, Andrea
Proposing an unbiased oxygen reduction reaction onset potential determination by using a Savitzky-Golay differentiation procedure
2021 de Falco, Giacomo; Florent, Marc; De Rosa, Antonio; Bandosz, Teresa J.
Quantitative stability for anisotropic nearly umbilical hypersurfaces
2019 De Rosa, Antonio; Gioffrè, Stefano
Rectifiability of varifolds with locally bounded first variation with respect to anisotropic surface energies
2018 De Philippis, Guido; De Rosa, Antonio; Ghiraldin, Francesco
Regularity for graphs with bounded anisotropic mean curvature
2022 De Rosa, Antonio; Tione, Riccardo
Stability for the mailing problem
2019 Colombo, Maria; De Rosa, Antonio; Marchese, Andrea
Stability of optimal traffic plans in the irrigation problem
2022 Colombo, Maria; De Rosa, Antonio; Marchese, Andrea; Pegon, Paul; Prouff, Antoine
The area blow up set for bounded mean curvature submanifolds with respect to elliptic surface energy functionals
2019 De Philippis, Guido; De Rosa, Antonio; Hirsch, Jonas