DANESI, VERONICA
DANESI, VERONICA
Dipartimento di Matematica Federigo Enriques
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Risultati 1 - 5 di 5 (tempo di esecuzione: 0.004 secondi).
Continuation of spatially localized periodic solutions in discrete NLS lattices via normal forms
2022 V. Danesi, M. Sansottera, S. Paleari, T. Penati
PERIODIC AND QUASI-PERIODIC ORBITS IN NEARLY INTEGRABLE HAMILTONIAN SYSTEMS
2021 V. Danesi
Low dimensional completely resonant tori in Hamiltonian Lattices and a Theorem of Poincaré
2021 T. Penati, V. Danesi, S. Paleari
On the continuation of degenerate periodic orbits via normal form: lower dimensional resonant tori
2020 M. Sansottera, V. Danesi, T. Penati, S. Paleari
On the continuation of degenerate periodic orbits via normal form : full dimensional resonant tori
2018 T. Penati, M. Sansottera, V. Danesi
| Titolo | Data di pubblicazione | Autori | Tipo | File | Abstract |
|---|---|---|---|---|---|
| Continuation of spatially localized periodic solutions in discrete NLS lattices via normal forms | 2022 | Veronica DanesiMarco SansotteraSimone PaleariTiziano Penati | Article (author) | - | |
| PERIODIC AND QUASI-PERIODIC ORBITS IN NEARLY INTEGRABLE HAMILTONIAN SYSTEMS | 2021 | DANESI, VERONICA | Doctoral Thesis | - | |
| Low dimensional completely resonant tori in Hamiltonian Lattices and a Theorem of Poincaré | 2021 | Penati, TizianoDanesi, VeronicaPaleari, Simone | Article (author) | - | |
| On the continuation of degenerate periodic orbits via normal form: lower dimensional resonant tori | 2020 | Sansottera, M.Danesi, V.Penati, T.Paleari, S. | Article (author) | - | |
| On the continuation of degenerate periodic orbits via normal form : full dimensional resonant tori | 2018 | T. PenatiM. SansotteraV. Danesi | Article (author) | - |