Matteo Verzobio

collaborators

2 papers

math.NT2025

Selmer groups of families of elliptic curves with an $ℓ$ -isogeny

Stephanie Chan, Matteo Verzobio

For certain families of elliptic curves admitting a rational isogeny of prime degree $ℓ$ , we establish a central limit theorem for the Tamagawa ratio and derive bounds on its av…

math.NT2025

The density of elliptic curves over $Q_{p}$ with a rational 3-torsion point or a rational 3-isogeny

Stevan Gajović, Lazar Radičević, Matteo Verzobio

We determine the probability that a random Weierstrass equation with coefficients in the $p$ -adic integers defines an elliptic curve with a non-trivial $3$ -torsion point, or with a…

Selmer groups of families of elliptic curves with an ℓ-isogeny

The density of elliptic curves over Qp​ with a rational 3-torsion point or a rational 3-isogeny

Selmer groups of families of elliptic curves with an $ℓ$ -isogeny

The density of elliptic curves over $Q_{p}$ with a rational 3-torsion point or a rational 3-isogeny