VENEZIANO, FRANCESCO

VENEZIANO, FRANCESCO  

100021 - Dipartimento di Matematica  

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Risultati 1 - 15 di 15 (tempo di esecuzione: 0.018 secondi).
Titolo Data di pubblicazione Autore(i) File
A note on the zeroes of the Fredholm series 1-gen-2020 Zannier, U; Veneziano, F
A sharp Bogomolov-type bound 1-gen-2012 Checcoli, S.; Veneziano, F.; Viada, E.
An effective criterion for periodicity of ℓ-adic continued fractions 1-gen-2019 Capuano, Laura; Veneziano, Francesco; Zannier, Umberto
Classification of rational angles in plane lattices 1-gen-2022 Dvornicich, Roberto; Veneziano, Francesco; Zannier, Umberto
EXPLICIT HEIGHT BOUNDS FOR K-RATIONAL POINTS ON TRANSVERSE CURVES IN POWERS OF ELLIPTIC CURVES 1-gen-2021 Veneziano, F; Viada, E
FINITENESS AND PERIODICITY OF CONTINUED FRACTIONS OVER QUADRATIC NUMBER FIELDS 1-gen-2022 Masáková, Z.; Vávra, T.; Veneziano, F.
Hyperelliptic continued fractions and generalized jacobians: Minicourse given by Umberto Zannier 1-gen-2019 Capuano, L.; Jossen, P.; Karolus, C.; Veneziano, F.
Hyperelliptic continued fractions in the singular case of genus zero 1-gen-2022 Ballini, F.; Veneziano, F.
Learning to Play 7 Wonders Duel Without Human Supervision 1-gen-2024 Paolini, Giovanni; Moreschini, Lorenzo; Veneziano, Francesco; Iraci, Alessandro
On the explicit torsion anomalous conjecture 1-gen-2017 Checcoli, S.; Veneziano, F.; Viada, E.
On the integral values of a curious recurrence 1-gen-2022 Dvornicich, R.; Veneziano, F.; Zannier, U.
On torsion anomalous intersections 1-gen-2014 Checcoli, S.; Veneziano, Francesco; Viada, E.
Pisot unit generators in number fields 1-gen-2018 Vavra, T.; Veneziano, F.
Quadratic Integral Solutions to Double Pell Equations 1-gen-2011 Veneziano, F.
The explicit Mordell conjecture for families of curves 1-gen-2019 Checcoli, S.; Veneziano, F.; Viada, E.