Tommaso Giorgio Centeleghe

Universität Heidelberg
IWR, Im Neuenheimer Feld 368,
Heidelberg 69120

I am a post-doc researcher in Algebraic Number Theory at Ruprecht Karls Universität Heidelberg.
Here you can find my CV.

My research interests are on Modular Forms mod p and Galois representations of Q mod p.

A conjectural mass formula for mod p Galois representations
University of Utah Thesis, May 2009

Computing the number of certain Galois representations mod $p$
Journal de Théorie des Nombres de Bordeaux 23 (2011), 603-627
(here you find the arxiv preprint)

On certain cusp forms on a definite quaternion
submitted for publication

In this note, extracted from the above preprint, we give a detailed proof of a Deuring-type correspondence between supersingular elliptic curves (with some additional structure) in characteristic p, and a double coset space arising from the multiplicative group of the definite quaternion with discriminant p

On the splitting of primes in $K(E[n])$ (preprint)

On an result of Iwasawa on class numbers of number fields (preprint)

On supersingular elliptic curves over the prime field (preprint)

Tame mod p Galois representations of Q, for p< 41 (preprint)