Evan O'Dorney

activity

20242026

most citedDegree asymptotics of the numerical semigroup tree

10 citations · 10 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2026

Galois groups of reciprocal polynomials II: Twisted reciprocal polynomials

Theresa C. Anderson, Evan M. O'Dorney

We study the Galois group $G_{f}$ of a random polynomial $f$ of height at most $H$ in the family of polynomials of degree $2 n$ satisfying the twisted reciprocal relation $f(x) = x^{2…

math.PR2025

An explicit formula of the limit of the heat kernel measures on the spheres embedded in $R^{\infty}$

Minh-Luan Doan, Evan O'Dorney

We show that the heat kernel measures based at the north pole of the spheres $S^{N - 1} (N)$ , with properly scaled radius $N$ and adjusted center, converge to a Gaussian m…

math.CO2024★ 10 cited

Degree asymptotics of the numerical semigroup tree

Evan O'Dorney

A \emph{numerical semigroup} is a subset $Λ$ of the nonnegative integers that is closed under addition, contains $0$ , and omits only finitely many nonnegative integers (called the…

Galois groups of reciprocal polynomials II: Twisted reciprocal polynomials

An explicit formula of the limit of the heat kernel measures on the spheres embedded in R∞

Degree asymptotics of the numerical semigroup tree

An explicit formula of the limit of the heat kernel measures on the spheres embedded in $R^{\infty}$