ZULLO, FEDERICO
ZULLO, FEDERICO
Dipartimento di Matematica e Fisica
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Risultati 1 - 5 di 5 (tempo di esecuzione: 0.004 secondi).
The integrable Volterra system in the case of infinitely many species, either countable or uncountable
2026-01-01 Ragnisco, Orlando; Zullo, Federico
The integrable Volterra system in the case of infinitely manyspecies, either countable or uncountable
2026-01-01 Ragnisco, Orlando; Zullo, Federico
The N-species integrable Volterra system as a maximally superintegrable Hamiltonian system
2025-01-01 Ragnisco, Orlando; Zullo, Federico
The N-species integrable Volterra system as a maximally superintegrable Hamiltonian system
2025-01-01 Ragnisco, Orlando; Zullo, Federico
The Volterra Integrable case. Novel analytical and numerical results
2024-01-01 Scalia, M.; Ragnisco, O.; Tirozzi, B.; Zullo, F.
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| The integrable Volterra system in the case of infinitely many species, either countable or uncountable | 1-gen-2026 | Ragnisco, Orlando; Zullo, Federico | |
| The integrable Volterra system in the case of infinitely manyspecies, either countable or uncountable | 1-gen-2026 | Ragnisco, Orlando; Zullo, Federico | |
| The N-species integrable Volterra system as a maximally superintegrable Hamiltonian system | 1-gen-2025 | Ragnisco, Orlando; Zullo, Federico | |
| The N-species integrable Volterra system as a maximally superintegrable Hamiltonian system | 1-gen-2025 | Ragnisco, Orlando; Zullo, Federico | |
| The Volterra Integrable case. Novel analytical and numerical results | 1-gen-2024 | Scalia, M.; Ragnisco, O.; Tirozzi, B.; Zullo, F. |