Maximal height of divisors of xpqᵇ-1
Wang, Shaozu
Original · EN
The height of a polynomial f(x) is the largest coefficient of f(x) in absolute value. Let B(n) be the largest height of a polynomial in Z[x] dividing xⁿ-1. In this paper we investigate the maximal height of divisors of xpqᵇ-1 and prove that some conjectures on the maximal height of divisors of xpqᵇ-1 are true.
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