"Random Bernstein–Markov factors"

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For a polynomial $P_n$ of degree $n$, Bernstein's inequality states that $\|P_n'\| \le n \|P_n\|$ for all $L^p$ norms on the unit circle, $0 Click to show full abstract

For a polynomial $P_n$ of degree $n$, Bernstein's inequality states that $\|P_n'\| \le n \|P_n\|$ for all $L^p$ norms on the unit circle, $0

Keywords: vert; vert vert; value vert; unit circle

Journal Title: Journal of Mathematical Analysis and Applications
Year Published: 2019

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