Evan M. O'Dorney

activity

20162026

most citedLarge orbits on Markoff-type K3 surfaces over finite fields

1 citations · 1 across the 13 of their papers we have counts for

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3 papers · 1 filter

math.NT2024

Raney Transducers and the Lowest Point of the $p$ -Lagrange spectrum

Brandon Dong, Soren Dupont, Evan M. O'Dorney +1

It is well known that the golden ratio $ϕ$ is the ''most irrational'' number in the sense that its best rational approximations $s / t$ have error $\sim 1/ (5 t^{2})$ and this co…

math.NT2024

Galois groups of reciprocal polynomials and the van der Waerden-Bhargava theorem

Theresa C. Anderson, Adam Bertelli, Evan M. O'Dorney

We study the Galois groups $G_{f}$ of degree $2 n$ reciprocal (a.k.a. palindromic) polynomials $f$ of height at most $H$ , finding that $G_{f}$ falls short of the maximal possible group…

math.AG2024

Even-carry polynomials and cohomology of line bundles on the incidence correspondence in positive characteristic

Evan M. O'Dorney

We consider the cohomology groups of line bundles $L$ on the \emph{incidence correspondence}, that is, a general hypersurface $X \subset \mathbb{P}^{n-1} \times \mathbb{P…

Raney Transducers and the Lowest Point of the p-Lagrange spectrum

Galois groups of reciprocal polynomials and the van der Waerden-Bhargava theorem

Even-carry polynomials and cohomology of line bundles on the incidence correspondence in positive characteristic

Raney Transducers and the Lowest Point of the $p$ -Lagrange spectrum