On a certain family of inverse ternary cyclotomic polynomials

Abstract

We study a family of inverse ternary cyclotomic polynomials ${\Psi }_{pqr}$ in which $r\le \phi (pq)$ is a positive linear combination of $p$ and $q$. We derive a formula for the height of such polynomial and characterize all flat polynomials in this family.

arXiv comment11 pages

References in corpus (1)

• Flat Cyclotomic Polynomials: A New Approach