POLLASTRO, LUIGI
POLLASTRO, LUIGI
Dipartimento di Matematica Federigo Enriques
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QUANTITATIVE STABILITY VIA THE METHOD OF MOVING PLANES: APPROXIMATE SYMMETRY FOR OVERDETERMINED AND RIGIDITY PROBLEMS
2024 L. Pollastro
A quantitative version of the Gidas-Ni-Nirenberg Theorem
2024 G. Ciraolo, M. Cozzi, M. Perugini, L. Pollastro
Quantitative results for fractional overdetermined problems in exterior and annular sets
2023 G. Ciraolo, L. Pollastro
Symmetry and quantitative stability for the parallel surface fractional torsion problem
2023 G. Ciraolo, S. Dipierro, G. Poggesi, L. Pollastro, E. Valdinoci
| Titolo | Data di pubblicazione | Autori | Tipo | File | Abstract |
|---|---|---|---|---|---|
| QUANTITATIVE STABILITY VIA THE METHOD OF MOVING PLANES: APPROXIMATE SYMMETRY FOR OVERDETERMINED AND RIGIDITY PROBLEMS | 2024 | POLLASTRO, LUIGI | Doctoral Thesis | - | |
| A quantitative version of the Gidas-Ni-Nirenberg Theorem | 2024 | Ciraolo G.Cozzi M.Perugini M.Pollastro L. | Article (author) | - | |
| Quantitative results for fractional overdetermined problems in exterior and annular sets | 2023 | Ciraolo G.Pollastro L. | Article (author) | - | |
| Symmetry and quantitative stability for the parallel surface fractional torsion problem | 2023 | Ciraolo G.Dipierro S.Pollastro L.Valdinoci E. + | Article (author) | - |