The authors extract three integers from Bézout's identity and resultants of coprime integer polynomials, prove several divisibility relations among them, and pose two conjectures supported by computations.
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Three integers arising from B\'{e}zout's identity and resultants of integer polynomials
The authors extract three integers from Bézout's identity and resultants of coprime integer polynomials, prove several divisibility relations among them, and pose two conjectures supported by computations.