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John Doyle's user avatar
John Doyle's user avatar
John Doyle
  • Member for 9 years, 10 months
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I'm an associate professor of mathematics at Oklahoma State University, interested in number theory, arithmetic dynamics, and arithmetic geometry.

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Top posts
answer
32
Does there exist some $p(x) \in \mathbb{Q}[x]$, deg$(p) > 1$, which maps $\mathbb{Q}$ onto itself surjectively?
Sep 18, 2021
answer
23
When is 2 qualitatively different from 3?
Nov 10
answer
8
Uniqueness of differences of roots of polynomials over finite field
Nov 9
answer
6
Is there a uniform family of polynomials $f_p(x) =x^2 + a(p)x + b(p)$ such that $f_p(x)\in \mathbb{Z}[x]$ is irreducible and irreducible mod $p$?
May 25
answer
6
The Hasse-Weil inequality
Sep 29
answer
6
Rational independence of higher golden ratios
Nov 29
answer
5
Rational solutions to $P(x,y)=0$ for $P$ reducible over ${\mathbb C}$
Aug 2, 2022
answer
3
When is 4 qualitatively different than $n\leq 3$?
Nov 15
answer
1
Measure on the places of $\bar{\mathbb Q}$
Nov 21
answer
0
A good introduction to the study of the Thue Equation
Nov 23