Tommaso Giorgio Centeleghe

activity

20102021

most citedCategories of abelian varieties over finite fields I. Abelian varieties over

F_{p}

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.NT2021

Categories of abelian varieties over finite fields II: Abelian varieties over finite fields and Morita equivalence

Tommaso Giorgio Centeleghe, Jakob Stix

The category of abelian varieties over $F_{q}$ is shown to be anti-equivalent to a category of $Z$ -lattices that are modules for a non-commutative pro-ring of endom…

math.NT2015★ 1 cited

Categories of abelian varieties over finite fields I. Abelian varieties over $F_{p}$

Tommaso Giorgio Centeleghe, Jakob Stix

We assign functorially a $Z$ -lattice with semisimple Frobenius action to each abelian variety over $F_{p}$ . This establishes an equivalence of categories that descr…

math.NT2010

Computing the number of certain Galois representations mod $p$

Tommaso Giorgio Centeleghe

Using the link between mod $p$ Galois representations of $\qu$ and mod $p$ modular forms established by Serre's Conjecture, we compute, for every prime $p \leq 1999$ , a lower bound…

Categories of abelian varieties over finite fields II: Abelian varieties over finite fields and Morita equivalence

Categories of abelian varieties over finite fields I. Abelian varieties over Fp​

Computing the number of certain Galois representations mod p

Categories of abelian varieties over finite fields I. Abelian varieties over $F_{p}$

Computing the number of certain Galois representations mod $p$