The idealizer of stable polynomials of degree n under Hadamard product is conjectured to be exactly the quasi-stable polynomials, with the claim proven for n ≤ 5 and necessity shown in general.
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The idealizer of the set of quasi-stable polynomials
The idealizer of stable polynomials of degree n under Hadamard product is conjectured to be exactly the quasi-stable polynomials, with the claim proven for n ≤ 5 and necessity shown in general.