Fabien Pazuki

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20222026

F_{p}

: the inverse volcano problem

1 citations · 1 across the 14 of their papers we have counts for

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math.NT2024

Heights of Drinfeld modular polynomials and Hecke images

Florian Breuer, Fabien Pazuki, Zhenlin Ran

We obtain explicit upper and lower bounds on the size of the coefficients of the Drinfeld modular polynomials $Φ_{N}$ for any monic $N \in F_{q} [t]$ . These polynomials vanish at…

math.NT2024

Drinfeld singular moduli, hyperbolas, units

Bruno Anglès, Cécile Armana, Vincent Bosser +1

Let $q \geq 2$ be a prime power and consider Drinfeld modules of rank 2 over $F_{q} [T]$ . We prove that there are no points with coordinates being Drinfeld singular moduli, on…