Gennady Bachman, Christopher Bao, Shenlone Wu
Published 2023-09-07Version 1
We show that for any positive integer $h$, either $h$ or $h+1$ is a height of some cyclotomic polynomial $\Phi_n$, where $n$ is a product of three distinct primes.
Comments: 9 pages, no figures
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Some properties of coefficients of cyclotomic polynomials
A proof of the Corrected Beiter conjecture
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