Summary: We determine the smallest positive integer lying in the ideal generated by cyclotomic polynomials over the integers and deduce that their evaluations at a given integer are almost always coprime
Previtali, A. (2013). Bézout's identity for cyclotomic polynomials over the integers. FAR EAST JOURNAL OF MATHEMATICAL SCIENCES: FJMS, 73(1), 131-134.
Bézout's identity for cyclotomic polynomials over the integers
PREVITALI, ANDREA
2013
Abstract
Summary: We determine the smallest positive integer lying in the ideal generated by cyclotomic polynomials over the integers and deduce that their evaluations at a given integer are almost always coprime
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