LANGELLA, BEATRICE
LANGELLA, BEATRICE
Dipartimento di Matematica Federigo Enriques
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Growth of Sobolev norms in quasi-integrable quantum systems = Croissance des normes de Sobolev dans les systèmes quantiques quasi-intégrables
2025 D. Bambusi, B. Langella
Globally Integrable Quantum Systems and Their Perturbations
2025 D. Bambusi, B. Langella
A C-infinity Nekhoroshev theorem
2021 D. Bambusi, B. Langella
On the spectrum of the Schrödinger operator on Td: a normal form approach
2020 D.P. BAMBUSI, B. LANGELLA, R. MONTALTO
NORMAL FORM AND KAM METHODS FOR HIGHER DIMENSIONAL LINEAR PDES
2020 B. Langella
Reducibility of Non-Resonant Transport Equation on Td with Unbounded Perturbations
2019 D. Bambusi, B. Langella, R. Montalto
Absolute Continuity of the Spectrum of Coupled Identical Systems on 1D Lattices
2018 B. Langella, D. Bambusi
| Titolo | Data di pubblicazione | Autori | Tipo | File | Abstract |
|---|---|---|---|---|---|
| Growth of Sobolev norms in quasi-integrable quantum systems = Croissance des normes de Sobolev dans les systèmes quantiques quasi-intégrables | 2025 | D. BambusiB. Langella | Article (author) | - | |
| Globally Integrable Quantum Systems and Their Perturbations | 2025 | Bambusi, DarioLangella, Beatrice | Book Part (author) | - | |
| A C-infinity Nekhoroshev theorem | 2021 | Bambusi, DLangella, B | Article (author) | - | |
| On the spectrum of the Schrödinger operator on Td: a normal form approach | 2020 | Dario BambusiBeatrice LangellaRiccardo Montalto | Article (author) | - | |
| NORMAL FORM AND KAM METHODS FOR HIGHER DIMENSIONAL LINEAR PDES | 2020 | LANGELLA, BEATRICE | Doctoral Thesis | - | |
| Reducibility of Non-Resonant Transport Equation on Td with Unbounded Perturbations | 2019 | Bambusi D.Langella B.Montalto R. | Article (author) | - | |
| Absolute Continuity of the Spectrum of Coupled Identical Systems on 1D Lattices | 2018 | Langella B.Bambusi D. | Article (author) | - |