Abstract
MSC: 11C08, 52B11, 93D05 DOI: 10.21538/0134-4889-2021-27-3-246-255 In this paper we investigate the Schur stability region of the $n$th order polynomials in the coefficient space. Parametric description of the boundary set is obtained. We show that all the boundary can be obtained as a multilinear image of three $(n-1)$-dimensional boxes. For even and odd $n$ these boundary
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