Associate Professor, University of Nîmes

Email: ftouhi.ilias AT gmail.com

Home-page: https://sites.google.com/view/ilias-ftouhi/about-me

Available papers (13):

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• I. Ftouhi (Applied Mathematics and Optimization)
  Optimal description of Blaschke–Santaló diagrams via numerical shape optimization (2025)
• I. Ftouhi (Journal of Optimization Theory and Applications)
  The monotonicity of the Cheeger constant for parallel bodies (2025)
• Z. Fattah - I. Ftouhi - E. Zuazua (Nonlinear Analysis)
  Optimal L^p-approximation of convex sets by convex subsets (2025)
• I. Ftouhi - E. Zuazua (preprint)
  Sensor placement via large deviations in the eikonal equation (2025)
• I. Ftouhi - I. Lucardesi - G. Saracco (Commun. Contemp. Math.)
  A reverse isoperimetric inequality for the Cheeger constant under width constraint (2025)
• I. Ftouhi - A. L. Masiello - G. Paoli (ESAIM Control and Calculus of Variations)
  Sharp inequalities involving the Cheeger constant of planar convex sets (2024)
• I. Ftouhi - E. Zuazua (Journal of Geometric Analysis)
  Optimal design of sensors via geometric criteria (2023)
• I. Ftouhi (Journal of Mathematical Analysis and Applications)
  On the Cheeger inequality for convex sets (2021)
• I. Ftouhi - A. Henrot (Mathematical Reports)
  The diagram (λ 1 , µ 1 ) (2021)
• I. Ftouhi - J. Lamboley (SIAM Journal on Mathematical Analysis)
  Blaschke--Santaló diagram for volume, perimeter and first Dirichlet eigenvalue (2021)
• I. Ftouhi (ESAIM Control and Calculus of Variations)
  Where to place a spherical obstacle so as to maximize the first Steklov eigenvalue ? (2021)
• I. Ftouhi (Comptes Rendus de l’Académie des Sciences)
  On a Polya's inequality for planar convex sets (2021)
• I. Ftouhi (Communications in Contemporary Mathematics)
  Complete systems of inequalities relating the perimeter, the area and the Cheeger constant of planar domains (2021)

Speaker:

• 28 nov 2024 - 29 nov 2024: Workshop on Geometric properties and regularity in variational problems
• 30 jan 2023 - 31 jan 2023: Shape Optimization, Geometric Inequalities and Related Topics