Preprint
Aug 2026
The strong form of Van der Waerden's conjecture via twisted Chowla
Determining the properties of a random polynomial has fuelled significant investigation over the past century. One driving force of this research is a 1936 paper of Van der Waerden. Fix $n \ge 3$ and let $E_n(B)$ be the number of monic, irreducible, non-$S_n$ polynomials $f = X^n + a_1 X^{n-1} + \cdots + a_n$ with $|a_...
Theresa C. Anderson, Sam Chow, R. Dietmann et al.
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