Technical Perspective

R. Pagh
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Abstract

The paper Relative Error Streaming Quantiles, by Graham Cormode, Zohar Karnin, Edo Liberty, Justin Thaler and Pavel Vesel´y studies a fundamental question in data stream processing, namely how to maintain information about the distribution of data in the form of quantiles. More precisely, given a stream S of elements from some ordered universe U we wish to maintain a compact summary data structure that allows us to estimate the number of elements in the stream that are smaller than a given query element y 2 U, i.e., estimate the rank of y. Solutions to this problem have numerous applications in large-scale data analysis and can potentially be used for range query selectivity estimation in database engines.
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Graham Cormode、Zohar Karnin、Edo Liberty、Justin Thaler和Pavel Vesel合著的论文《相对误差流分位数》(Relative Error Streaming Quantiles)研究了数据流处理中的一个基本问题,即如何以分位数的形式维护数据分布的信息。更准确地说,给定一个来自某个有序宇宙U的元素流S,我们希望保持一个紧凑的摘要数据结构,使我们能够估计流中小于给定查询元素y 2 U的元素的数量,即估计y的秩。这个问题的解决方案在大规模数据分析中有许多应用,并且可能用于数据库引擎中的范围查询选择性估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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