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COUNTEREXAMPLES TO KAPLANSKY'S UNIT CONJECTURE
2022/2023 PELLONE, ANGELA
Duality and small Hull coding theory and relationship with cryptographic functions
2021/2022 FRATIANNI, VIRGINIO
Fano Manifolds as Mori Dream Spaces
2021/2022 VASSILIADIS, STEFANIA
Graph-theoretical properties of supersingular isogeny graphs of elliptic curves
2022/2023 LORENZON, GIOELLA
Hodge-Tate decomposition for p-adic abelian varieties with good reduction
2021/2022 NAVONE, GIORGIO
Homological clustering of simplicial complexes
2020/2021 CENZATO, FRANCESCO
Implementing the Sarkar-Wang Nicefication Algorithm for Heegaard Diagrams
2021/2022 MORELLATO, LUDOVICO
Integral foliated simplicial volume and ergodic decomposition
2021/2022 SARTORI, GIOVANNI
Introduction to Higher-Dimensional Birational Geometry: the “Bend-and-Break” Lemmas and the Cone Theorem
2020/2021 MASIERO, GIACOMO
K-theory of Higher Categories
2022/2023 BERTIZZOLO, GIACOMO
Modular Representations of GL2 over a Local Field
2021/2022 FARINA ASATEGUI, JORGE
Néron blowups and parahoric groups schemes.
2020/2021 SANTI, FEDERICA
On Lovász-Saks-Schrijver Ideals
2021/2022 CASABELLA, LAURA
Possibile backdoor nella crittografia su curve ellittiche
2020/2021 Motta, Davide
PRIMES THAT CAN BE WRITTEN AS THE SUM OF TWO CUBES USING MOCK HEEGNER POINTS
2022/2023 VARLJEN, SARA
RESOLUTION OF SINGULARITIES FOR ALGEBRAIC SURFACES
2022/2023 LI, KIN LOK
Risultati di trascendenza per periodi di funzioni ellittiche e abeliane.
2021/2022 TOSI, RICCARDO
STALLINGS FOLDINGS
2021/2022 MERLADET URIGUEN, JON FRANCISCO XAVIER
The Herbrand-Ribet Theorem
2021/2022 SABADIN, CHIARA
The Hodge Theorem for compact Riemann Surfaces
2020/2021 ORRÙ, GIULIA
Tipologia | Anno | Titolo | Titolo inglese | Autore | File |
---|---|---|---|---|---|
Lauree magistrali | 2022 | COUNTEREXAMPLES TO KAPLANSKY'S UNIT CONJECTURE | COUNTEREXAMPLES TO KAPLANSKY'S UNIT CONJECTURE | PELLONE, ANGELA | |
Lauree magistrali | 2021 | Duality and small Hull coding theory and relationship with cryptographic functions | Duality and small Hull coding theory and relationship with cryptographic functions | FRATIANNI, VIRGINIO | |
Lauree magistrali | 2021 | Fano Manifolds as Mori Dream Spaces | Fano Manifolds as Mori Dream Spaces | VASSILIADIS, STEFANIA | |
Lauree magistrali | 2022 | Graph-theoretical properties of supersingular isogeny graphs of elliptic curves | Graph-theoretical properties of supersingular isogeny graphs of elliptic curves | LORENZON, GIOELLA | |
Lauree magistrali | 2021 | Hodge-Tate decomposition for p-adic abelian varieties with good reduction | Hodge-Tate decomposition for p-adic abelian varieties with good reduction | NAVONE, GIORGIO | |
Lauree magistrali | 2020 | Homological clustering of simplicial complexes | Homological clustering of simplicial complexes | CENZATO, FRANCESCO | |
Lauree magistrali | 2021 | Implementing the Sarkar-Wang Nicefication Algorithm for Heegaard Diagrams | Implementing the Sarkar-Wang Nicefication Algorithm for Heegaard Diagrams | MORELLATO, LUDOVICO | |
Lauree magistrali | 2021 | Integral foliated simplicial volume and ergodic decomposition | Integral foliated simplicial volume and ergodic decomposition | SARTORI, GIOVANNI | |
Lauree magistrali | 2020 | Introduction to Higher-Dimensional Birational Geometry: the “Bend-and-Break” Lemmas and the Cone Theorem | Introduction to Higher-Dimensional Birational Geometry: the “Bend-and-Break” Lemmas and the Cone Theorem | MASIERO, GIACOMO | |
Lauree magistrali | 2022 | K-theory of Higher Categories | K-theory of Higher Categories | BERTIZZOLO, GIACOMO | |
Lauree magistrali | 2021 | Modular Representations of GL2 over a Local Field | Modular Representations of GL2 over a Local Field | FARINA ASATEGUI, JORGE | |
Lauree magistrali | 2020 | Néron blowups and parahoric groups schemes. | Néron blowups and parahoric groups | SANTI, FEDERICA | |
Lauree magistrali | 2021 | On Lovász-Saks-Schrijver Ideals | On Lovász-Saks-Schrijver Ideals | CASABELLA, LAURA | |
Lauree magistrali | 2020 | Possibile backdoor nella crittografia su curve ellittiche | - | Motta, Davide | |
Lauree magistrali | 2022 | PRIMES THAT CAN BE WRITTEN AS THE SUM OF TWO CUBES USING MOCK HEEGNER POINTS | PRIMES THAT CAN BE WRITTEN AS THE SUM OF TWO CUBES USING MOCK HEEGNER POINTS | VARLJEN, SARA | |
Lauree magistrali | 2022 | RESOLUTION OF SINGULARITIES FOR ALGEBRAIC SURFACES | RESOLUTION OF SINGULARITIES FOR ALGEBRAIC SURFACES | LI, KIN LOK | |
Lauree magistrali | 2021 | Risultati di trascendenza per periodi di funzioni ellittiche e abeliane. | Transcendence results for periods of elliptic and abelian functions. | TOSI, RICCARDO | |
Lauree magistrali | 2021 | STALLINGS FOLDINGS | STALLINGS FOLDINGS | MERLADET URIGUEN, JON FRANCISCO XAVIER | |
Lauree magistrali | 2021 | The Herbrand-Ribet Theorem | The Herbrand-Ribet Theorem | SABADIN, CHIARA | |
Lauree magistrali | 2020 | The Hodge Theorem for compact Riemann Surfaces | The Hodge Theorem for compact Riemann Surfaces | ORRÙ, GIULIA |
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