BATTISTONI, FRANCESCO
BATTISTONI, FRANCESCO
Dipartimento di Matematica Federigo Enriques
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Risultati 1 - 6 di 6 (tempo di esecuzione: 0.004 secondi).
Generalized Pohst inequality and small regulators
2025 F. Battistoni, G. Molteni
A one parameter family of Volterra-type operators
2024 F. Battistoni, G. Molteni
The first and second moments for the length of the period of the continued fraction expansion for d$\sqrt {d}$ [The first and second moments for the length of the period of the continued fraction expansion for √d ]
2024 F. Battistoni, L. Grenié, G. Molteni
Generalization of a Pohst's inequality
2021 F. Battistoni, G. Molteni
APPLICATIONS OF PRIME DENSITIES IN NUMBER THEORY AND CLASSIFICATION OF NUMBER FIELDS WITH BOUNDED INVARIANTS
2020 F. Battistoni
The minimum discriminant of number fields of degree 8 and signature (2,3)
2019 F. Battistoni
| Titolo | Data di pubblicazione | Autori | Tipo | File | Abstract |
|---|---|---|---|---|---|
| Generalized Pohst inequality and small regulators | 2025 | Battistoni, FrancescoMolteni, Giuseppe | Article (author) | - | |
| A one parameter family of Volterra-type operators | 2024 | Francesco BattistoniGiuseppe Molteni | Article (author) | - | |
| The first and second moments for the length of the period of the continued fraction expansion for d$\sqrt {d}$ [The first and second moments for the length of the period of the continued fraction expansion for √d ] | 2024 | Battistoni, FrancescoMolteni, Giuseppe + | Article (author) | - | |
| Generalization of a Pohst's inequality | 2021 | Battistoni F.Molteni G. | Article (author) | - | |
| APPLICATIONS OF PRIME DENSITIES IN NUMBER THEORY AND CLASSIFICATION OF NUMBER FIELDS WITH BOUNDED INVARIANTS | 2020 | BATTISTONI, FRANCESCO | Doctoral Thesis | - | |
| The minimum discriminant of number fields of degree 8 and signature (2,3) | 2019 | Battistoni F. | Article (author) | - |