Antoine Poulin

most citedOn Certain Probabilistic Properties of Polynomials over the Ring of

p

-adic Integers

3 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.CO2022★ 1 cited

One-ended spanning trees and definable combinatorics

Matthew Bowen, Antoine Poulin, Jenna Zomback

Let $(X, τ)$ be a Polish space with Borel probability measure $μ,$ and $G$ a locally finite one-ended Borel graph on $X .$ We show that $G$ admits a Borel one-ended spanning tree gen…

math.NT2021★ 3 cited

On Certain Probabilistic Properties of Polynomials over the Ring of $p$ -adic Integers

Antonio Lei, Antoine Poulin

In this article, we study several probabilistic properties of polynomials defined over the ring of $p$ -adic integers under the Haar measure. First, we calculate the probability tha…

One-ended spanning trees and definable combinatorics

On Certain Probabilistic Properties of Polynomials over the Ring of p-adic Integers

On Certain Probabilistic Properties of Polynomials over the Ring of $p$ -adic Integers