Riesz Means and Beurling Moving Averages

N. Bingham
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引用次数: 5

Abstract

We survey the interplay between the Riesz means and Beurling moving averages of the title, obtaining Abelian and Tauberian results relating different Riesz means (or Beurling moving averages) whose defining functions have comparable growth. The motivation includes strong limit theorems in probability theory.
Riesz平均值和Beurling移动平均线
我们调查了Riesz均值和Beurling移动平均之间的相互作用,得到了定义函数具有可比增长的不同Riesz均值(或Beurling移动平均)的Abelian和Tauberian结果。动机包括概率论中的强极限定理。
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