Email: simone.cito AT unisalento.it

Available papers (11):

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• M. Carriero - S. Cito - A. Leaci (Applied Mathematics and Optimization)
  Minimization of the buckling load of a clamped plate with perimeter constraint (2024)
• S. Cito - G. Paoli - G. Piscitelli (preprint)
  A stability result for the first Robin-Neumann eigenvalue: A double perturbation approach (2023)
• S. Cito - A. Giacomini (Submitted Paper)
  Minimization of the $k$-th eigenvalue of the Robin-Laplacian with perimeter constraint (2023)
• A. Carbotti - S. Cito - D. A. La Manna - D. Pallara (Accepted Paper: Annali di Matematica Pura e Applicata)
  Stability of the Gaussian Faber-Krahn inequality (2023)
• A. Carbotti - S. Cito - D. A. La Manna - D. Pallara (Accepted Paper: Communications in Analysis and Geometry)
  A quantitative dimension free isoperimetric inequality for the Fractional Gaussian Perimeter (2022)
• A. Carbotti - S. Cito - D. A. La Manna - D. Pallara (Fractional Calculus and Applied Analysis)
  Asymptotics of the $s$-fractional Gaussian perimeter as $s\to 0^+$ (2022)
• A. Carbotti - S. Cito - D. A. La Manna - D. Pallara (Advances in Calculus of Variations)
  Gamma-convergence of fractional Gaussian perimeter (2021)
• S. Cito - D. A. La Manna (ESAIM: Control, Optimisation and Calculus of Variations)
  A Quantitative Reverse Faber-Krahn Inequality for the First Robin Eigenvalue with Negative Boundary Parameter (2021)
• S. Cito (Journal of Convex Analysis)
  Existence and Regularity of Optimal Convex Shapes for Functionals Involving the Robin Eigenvalues (2019)
• D. Bucur - S. Cito (Journal of Geometric Analysis)
  Geometric control of the Robin Laplacian eigenvalues: the case of negative boundary parameter (2019)
• S. Cito (Ph.D. Thesis)
  Shape Optimization of Robin Eigenvalues (2019)

Organizer:

• 27 may 2024 - 29 may 2024: Shape Optimization, Geometric Inequalities and Related Topics – II Edition
• 30 jan 2023 - 31 jan 2023: Shape Optimization, Geometric Inequalities and Related Topics