DANESI, VERONICA
DANESI, VERONICA
Dipartimento di Matematica Federigo Enriques
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Risultati 1 - 5 di 5 (tempo di esecuzione: 0.006 secondi).
Continuation of spatially localized periodic solutions in discrete NLS lattices via normal forms
2022 V. Danesi, M. Sansottera, S. Paleari, T. Penati
Low dimensional completely resonant tori in Hamiltonian Lattices and a Theorem of Poincaré
2021 T. Penati, V. Danesi, S. Paleari
PERIODIC AND QUASI-PERIODIC ORBITS IN NEARLY INTEGRABLE HAMILTONIAN SYSTEMS
2021 V. Danesi
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) | - | |
Low dimensional completely resonant tori in Hamiltonian Lattices and a Theorem of Poincaré | 2021 | Penati, TizianoDanesi, VeronicaPaleari, Simone | Article (author) | - | |
PERIODIC AND QUASI-PERIODIC ORBITS IN NEARLY INTEGRABLE HAMILTONIAN SYSTEMS | 2021 | DANESI, VERONICA | Doctoral Thesis | - | |
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) | - |