A Universal Sketch for Estimating Heavy Hitters and Per-Element Frequency Moments in Data Streams with Bounded Deletions

有界函数 转门 估计员 素描 计算机科学 力矩(物理) 数据流挖掘 算法 理论计算机科学 数据挖掘 数学 统计 数学分析 物理 经典力学 程序设计语言
作者
Liang Zheng,Qingjun Xiao,Xuyuan Cai
标识
DOI:10.1145/3698799
摘要

In the field of data stream processing, there are two prevalent models, i.e., insertion-only, and turnstile models. Most previous works were proposed for the insertion-only model, which assumes new elements arrive continuously as a stream, and neglects the possibilities of removing existing elements. In this paper, we make a bounded deletion assumption, putting a constraint on the number of deletions allowed. For such a turnstile stream, we focus on a new problem of universal measurement that estimates multiple kinds of statistical metrics simultaneously using limited memory and in an online fashion, including per-element frequency, heavy hitters, frequency moments, and frequency distribution. There are two key challenges for processing a turnstile stream with bounded deletions. Firstly, most previous methods for detecting heavy hitters cannot ensure a bounded detection error when there are deletion events. Secondly, there is still no prior work to estimate the per-element frequency moments under turnstile model, especially in an online fashion. In this paper, we address the former challenge by proposing a Removable Augmented Sketch, and address the latter by a Removable Universal Sketch, enhanced with an Online Moment Estimator. In addition, we improve the accuracy of frequency estimation by a compressed counter design, which can halve the memory cost of a frequency counter and support addition/minus operations. Our experiments show that our solution outperforms other algorithms by 16%~69% in F1 Score of heavy hitter detection, and improves the throughput of frequency moment estimation by 3.0x10 4 times.
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