[piovano]

Paolo Piovano

Universitätsassistent, University of Vienna

Email: paolo.piovano AT univie.ac.at

Home-page: http://www.mat.univie.ac.at/~piovano

Available papers (16):

• L. Kreutz - P. Piovano (Submitted Paper)
  Microscopic validation of a variational model of epitaxially strained crystalline films (2019)
• E. Mainini - P. Piovano - B. Schmidt - U. Stefanelli (J. Stat. Phys.)
  $N^{3/4}$ law in the cubic lattice (2019)
• M. Friedrich - E. Mainini - P. Piovano (Preprint)
  Atomistic potentials and the Cauchy-Born rule for carbon nanotubes: a review (2019)
• S. Kholmatov - P. Piovano (Submitted Paper)
  A unified model for stress-driven rearrangement instabilities (2019)
• M. Friedrich - E. Mainini - P. Piovano - U. Stefanelli (Arch. Ration. Mech. Anal.)
  Characterization of optimal carbon nanotubes under stretching and validation of the Cauchy-Born rule (2018)
• E. Davoli - P. Piovano (Submitted Paper)
  Derivation of a heteroepitaxial thin-film model (2018)
• E. Davoli - P. Piovano (Accepted Paper: M3AS)
  Analytical validation of the Young-Dupré law for epitaxially-strained thin films (2018)
• E. Mainini - H. Murakawa - P. Piovano - U. Stefanelli (Multiscale Model. Simul.)
  Carbon-nanotube geometries as optimal configurations (2017)
• E. Mainini - H. Murakawa - P. Piovano - U. Stefanelli (Discrete Contin. Dyn. Syst.-Series S)
  Carbon-nanotube geometries: analytical and numerical results (2017)
• M. Friedrich - P. Piovano - U. Stefanelli (Accepted Paper: SIAM J. Appl. Math.)
  The geometry of $C_{60}$: a rigorous approach via Molecular Mechanics (2016)
• E. Davoli - P. Piovano - U. Stefanelli (Accepted Paper: Math. Models Methods Appl. Sci.)
  Wulff shape emergence in graphene (2016)
• E. Davoli - P. Piovano - U. Stefanelli (Accepted Paper: Journal of Nonlinear Science)
  Sharp $N^{3/4}$ law for the minimizers of the Edge-Isoperimetric Problem on the triangular lattice (2016)
• E. Mainini - P. Piovano - U. Stefanelli (Nonlinearity)
  Finite crystallization in the square lattice (2014)
• P. Piovano (Calc. Var. Partial Differential Equations)
  Evolution of elastic thin films with curvature regularization via minimizing movements (2014)
• P. Piovano (Phd Thesis: ProQuest; Thesis (Ph.D.)-Carnegie Mellon University 2012, ISBN: 9781267655349)
  Evolution and Regularity Results for Epitaxially Strained Thin Films and Material Voids (2014)
• E. Mainini - P. Piovano - U. Stefanelli (Preprint)
  Crystalline and isoperimetric square configurations (2014)

Speaker:

• 1 jul 2015 - 3 jul 2015: Trends in Non-Linear Analysis 2015

Organizer:

• 11 nov 2019 - 15 nov 2019: Modeling of Crystalline Interfaces and Thin Film Structures: A Joint Mathematics-Physics Symposium