Post Doc., University of Jyväskylä

Email: andrea.a.kubin AT jyu.fi

Available papers (12):

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• M. Cicalese - N. Fusco - V. Julin - A. Kubin (Preprint)
  Consistency for the surface diffusion flat flow in three dimensions (2025)
• A. Kubin - V. Pagliari - A. Tribuzio (preprint)
  Second-order asymptotics of fractional Gagliardo seminorms as $s\to1^-$ and convergence of the associated gradient flows (2024)
• M. Cicalese - T. Heilmann - A. Kubin - F. Onoue - M. Ponsiglione (Preprint)
  A notion of $s$-fractional mass for $1$-currents in higher codimension (2024)
• M. Cicalese - A. Kubin (Accepted Paper: Ann. Scuola Norm. Sup. Pisa Cl. Sci)
  Discrete and Continuum Area-Preserving Mean-Curvature Flow of Rectangles (2024)
• A. Kubin - D. A. La Manna (Submitted Paper)
  Characterization of sets of finite local and non local perimeter via non local heat equation (2024)
• D. De Gennaro - A. Kubin - A. Kubin (Nonlinear Anal.)
  Asymptotic of the Discrete Volume-Preserving Fractional Mean Curvature Flow via a Nonlocal Quantitative Alexandrov Theorem (2023)
• V. Crismale - A. Kubin - A. Ninno - M. Ponsiglione (Nonlinear Analysis)
  Failure of crystallization for generalized Lennard-Jones potentials and coarse graining to a rotating stars problem in one dimension (2023)
• V. Crismale - L. De Luca - A. Kubin - A. Ninno - M. Ponsiglione (J. Funct. Anal.)
  The variational approach to $s$-fractional heat flows and the limit cases $s\to 0^+$ and $s\to 1^-$ (2023)
• A. Kubin - L. Lamberti (Mathematics in Engineering)
  Variational analysis in one and two dimensions of a frustrated spin system: chirality transitions and magnetic anisotropic transitions (2023)
• D. De Gennaro - A. Diana - A. Kubin - A. Kubin (Math. Ann.)
  Stability of the surface diffusion flow and volume-preserving mean curvature flow in the flat torus (2023)
• L. De Luca - A. Kubin - M. Ponsiglione (Nonlinear Anal.)
  The core-radius approach to supercritical fractional perimeters, curvatures and geometric flows (2022)
• A. Kubin - M. Ponsiglione (Nonlinearity)
  Attractive Riesz potentials acting on hard spheres (2021)