N. Gavitone, R. Sannipoli, On a Steklov-Robin eigenvalue problem, J. Math. Anal. Appl., 526.2 (2023): 127254. [Link]
V. Amato, A. L. Masiello, G. Paoli, R. Sannipoli, Sharp and quantitative estimates for the p-Torsion of convex sets, Nonlinear Differ. Equ. Appl., 30, 12 (2023). [Link]
R. Sannipoli, Comparison results for solutions to the anisotropic Laplacian with Robin boundary conditions, Nonlinear Analysis, 214:112615, (2022). [Link]
N. Gavitone, G. Paoli, G. Piscitelli, R. Sannipoli, An isoperimetric inequality for the first Steklov-Dirichlet Laplacian Eigenvalue on convex sets with a spherical hole, Pacific Journal of Mathematics, 320-2 (2022), 241--259. [Link]
R. Sannipoli, Some properties of the torsion function with Robin boundary conditions, Rendiconti Lincei, (2022). [Link]
G. Paoli, G. Piscitelli, R. Sannipoli, A stability result for the Steklov Laplacian eigenvalue problem with a spherical obstacle}, Communications on Pure & Applied Analysis, 20(1): 145-158, (2021). [Link]
PhD Thesis
R. Sannipoli, Sharp estimates for eigenvalues and torsional rigidity of linear and nonlinear operators(2022). [PDF]
Preprints
N. Gavitone, R. Sannipoli, On a weighted anisotropic eigenvalue problem, ArXiv (2024), [Link]
D. A. La Manna, R. Sannipoli, Some isoperimetric inequalities involving the boundary momentum, ArXiv (2023). [Link]
In Preparation
L. C. Berselli, R. Sannipoli, Geometric constraints for the energy conservation of 3D ideal fluids.
L. C. Berselli, A. Falocchi, R. Sannipoli,The spectrum of the Stokes problem with slip boundary conditions in special domains.