18 Febbraio 2026 17:00 CET Zoom online
Ricardo Abreu Blaya Universidad Autónoma de Guerrero, Mexico

Sharp interior-boundary estimates for inframonogenic polynomials

Abstract In this paper, we introduce a quantity that measures how far inframonogenic polynomials are from satisfying the maximum modulus principle. We show that, within the class of all inframonogenic polynomials of degree at most $n$, this quantity exhibits a sharp asymptotic behavior that is comparable to $n$.

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