Post Doc., University of Freiburg

Email: alberto.maione AT mathematik.uni-freiburg.de

Home-page: https://aam.uni-freiburg.de/mitarb/maione/index.html?l=en

arxiv id: maione_a_1

orcid id: 0000-0003-1629-6670

Available papers (11):

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• N. Cangiotti - M. Caponi - A. Maione - E. Vitillaro (preprint)
  Klein-Gordon-Maxwell equations driven by mixed local-nonlocal operators (2023)
• A. Maione - D. Mugnai - E. Vecchi (Accepted Paper: Fractional Calculus and Applied Analysis)
  Variational methods for nonpositive mixed local-nonlocal operators (2023)
• A. Maione - A. M. Salort - E. Vecchi (Asymptotic Analysis)
  Maz'ya-Shaposhnikova formula in Magnetic Fractional Orlicz-Sobolev spaces (2022)
• P. W. Dondl - A. Maione - S. Wolff-Vorbeck (Submitted Paper)
  Multi-material model and shape optimization for bending and torsion of inextensible rods (2022)
• A. Maione - A. Pinamonti - F. Serra Cassano (SIAM J. Math. Anal.)
  Γ-Convergence for Functionals Depending on Vector Fields. II. Convergence of Minimizers (2022)
• A. Maione - F. Paronetto - E. Vecchi (Accepted Paper: ESAIM: Control, Optimisation and Calculus of Variations)
  $G$-convergence of elliptic and parabolic operators depending on vector fields (2022)
• M. Capolli - A. Maione - A. M. Salort - E. Vecchi (The Journal of Geometric Analysis)
  Asymptotic behaviours in Fractional Orlicz-Sobolev spaces on Carnot groups (2021)
• A. Maione (Electronic Journal of Differential Equations)
  $H$-convergence for equations depending on monotone operators in Carnot groups (2021)
• A. Maione - A. Pinamonti - F. Serra Cassano (J. Math. Pures Appl.)
  $\Gamma$-convergence for functionals depending on vector fields I. Integral representation and compactness. (2020)
• A. Maione - E. Vecchi (Analysis and Geometry in Metric Spaces)
  Integral representation of local left--invariant functionals in Carnot groups (2020)
• A. Maione (Ph.D. Thesis)
  Variational convergences for functionals and differential operators depending on vector fields (2020)

Organizer:

• 6 oct 2021 - 8 oct 2021: 9th GAMM-Seminar on Analysis of partial differential equations