On the rate of convergence of ((||ƒ||p)¦(||ƒ||∞))p as p →∞

Olsen, Lars Ole Ronnow

Publication date

February 2019

DOI

Abstract

Let (X,ε,μ) be a measure space and let ƒ:X→ ℝ be a measurable function such that ||ƒ||p < ∞ for all p ≥ 1 and ||ƒ||∞ >0. In this paper, we describe the rate of convergence of ((||ƒ||p)¦(||ƒ||∞))p as p →∞

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On the rate of convergence of ((||ƒ||<sub><i>p</i></sub>)¦(||ƒ||∞))<sup><i>p</i> </sup>as p →∞

Abstract

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On the rate of convergence of ((||ƒ||<sub><i>p</i></sub>)¦(||ƒ||∞))<sup><i>p</i> </sup>as p →∞

Abstract

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