Sfoglia per Relatore
Il principio locale-globale e il teorema di Hasse-Minkowski
2021/2022 MUPO, PAOLA
Il teorema di Mordell-Weil per curve ellittiche sul campo dei numeri razionali
2020/2021 DONGHI, GIOVANNI
Introduction to p-divisible groups
2023/2024 FERIGO, RAVI
Introduzione alle rappresentazioni di Galois l-adiche
2020/2021 LORENZON, GIOELLA
Introduzione alle varietà algebriche
2020/2021 OSTUZZI, MASSIMO
Iwasawa Main conjecture and Euler systems
2023/2024 ONOFRIO, LUCIA
The Iwasawa Main conjecture for elliptic curves and its applications to the birch and Swinnerton-Dyer conjecture
2020/2021 Zerman, Francesco
KOLYVAGIN'S WORK ON ELLIPTIC CURVES
2024/2025 SERAFIN, PIETRO
MODULARITY THEOREM FOR SEMI-STABLE ELLIPTIC CURVES
2024/2025 BARBAN, FRANCESCO
p-adic methods for rational points on curves of genus g2
2021/2022 Ferrigno, Luca
p-adic methods for rational points on curves of genus greater than 2
2020/2021 FERRIGNO, LUCA
p-adic Modular Forms
2020/2021 IUDICA, FRANCESCO MARIA
p-adic uniformization of elliptic curves
2023/2024 TONON, FRANCESCO
Periodi di Curve Ellittiche e Funzioni Ipergeometriche
2024/2025 VIANELLO, LUCA ALVISE
Stark's Conjecture
2019/2020 Lovato, Luca
The first étale cohomology group of an elliptic curve
2024/2025 BERGAMASCHI, MICHELE
The Mordell-Weil theorem for elliptic curves over Q
2022/2023 FRANCHI, LEONARDO
Trattazione di alcune classi particolari di equazioni diofantee
2022/2023 OBERTO, MATTIA
| Tipologia | Anno | Titolo | Titolo inglese | Autore | File |
|---|---|---|---|---|---|
| Lauree triennali | 2021 | Il principio locale-globale e il teorema di Hasse-Minkowski | Hasse-Minkowski theorem and the local-global principle | MUPO, PAOLA | |
| Lauree triennali | 2020 | Il teorema di Mordell-Weil per curve ellittiche sul campo dei numeri razionali | The Mordell-Weil Theorem for rational elliptic curves | DONGHI, GIOVANNI | |
| Lauree magistrali | 2023 | Introduction to p-divisible groups | Introduction to p-divisible groups | FERIGO, RAVI | |
| Lauree triennali | 2020 | Introduzione alle rappresentazioni di Galois l-adiche | Introduction to l-adic Galois representations | LORENZON, GIOELLA | |
| Lauree triennali | 2020 | Introduzione alle varietà algebriche | Introduction to algebraic varieties | OSTUZZI, MASSIMO | |
| Lauree magistrali | 2023 | Iwasawa Main conjecture and Euler systems | Iwasawa Main conjecture and Euler systems | ONOFRIO, LUCIA | |
| Lauree magistrali | 2020 | The Iwasawa Main conjecture for elliptic curves and its applications to the birch and Swinnerton-Dyer conjecture | - | Zerman, Francesco | |
| Lauree magistrali | 2024 | KOLYVAGIN'S WORK ON ELLIPTIC CURVES | KOLYVAGIN'S WORK ON ELLIPTIC CURVES | SERAFIN, PIETRO | |
| Lauree magistrali | 2024 | MODULARITY THEOREM FOR SEMI-STABLE ELLIPTIC CURVES | MODULARITY THEOREM FOR SEMI-STABLE ELLIPTIC CURVES | BARBAN, FRANCESCO | |
| Lauree magistrali | 2021 | p-adic methods for rational points on curves of genus g2 | - | Ferrigno, Luca | |
| Lauree magistrali | 2020 | p-adic methods for rational points on curves of genus greater than 2 | p-adic methods for rational points on curves of genus greater than 2 | FERRIGNO, LUCA | |
| Lauree magistrali | 2020 | p-adic Modular Forms | p-adic Modular Forms | IUDICA, FRANCESCO MARIA | |
| Lauree triennali | 2023 | p-adic uniformization of elliptic curves | p-adic uniformization of elliptic curves | TONON, FRANCESCO | |
| Lauree triennali | 2024 | Periodi di Curve Ellittiche e Funzioni Ipergeometriche | Periods of Elliptic Curves and Hypergeometric Functions | VIANELLO, LUCA ALVISE | |
| Lauree magistrali | 2019 | Stark's Conjecture | - | Lovato, Luca | |
| Lauree magistrali | 2024 | The first étale cohomology group of an elliptic curve | The first étale cohomology group of an elliptic curve | BERGAMASCHI, MICHELE | |
| Lauree triennali | 2022 | The Mordell-Weil theorem for elliptic curves over Q | The Mordell-Weil theorem for elliptic curves over Q | FRANCHI, LEONARDO | |
| Lauree triennali | 2022 | Trattazione di alcune classi particolari di equazioni diofantee | Discussion on some particular classes of diophantine equations | OBERTO, MATTIA |
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