Naslov (eng)

On the Problem of Kakeya

Autor

Bakić, Radoš

Publisher

Opis (eng)

Abstract Let p(z) be a complex polynomial of degree n, having k of its zeros in the unit disc. We prove that at least one zero of p(k−1)(z) lies in the disc |z| ≤ 2(n−k+1) ln 2 .

Jezik

engleski

Datum

2025

Licenca

© All rights reserved

Predmet

Key words: zeros of polynomial, critical points of a polynomial, apolar polynomials 2020 Mathematics Subject Classification: Primary 26C10, Seconda- ry 30C15

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