重尾的基本原理:特性、出现和识别

J. Nair, A. Wierman, B. Zwart
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引用次数: 50

摘要

随着它们在新环境中被反复“发现”,重尾在各个学科中都是令人兴奋和困惑的持续来源。在计算机系统中尤其如此,从互联网和社交网络的程度分布到文件大小和工作负载的间隔时间,重尾似乎无处不在。然而,尽管近十年来人们一直在研究重尾,但它们仍然被认为是神秘的、令人惊讶的,甚至是有争议的。本教程的目的是说明重尾分布不需要神秘,也不应该令人惊讶或引起争议。特别是,我们将通过展示如何对重尾分布的反直觉性质进行正式推理来揭开它们的神秘面纱;我们将强调,通过表明各种各样的一般过程导致重尾分布,它们的出现应该是预料之中的(并不奇怪);我们要强调的是,围绕重尾的大多数争议是错误统计的结果,可以通过使用适当的工具来避免。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The fundamentals of heavy-tails: properties, emergence, and identification
Heavy-tails are a continual source of excitement and confusion across disciplines as they are repeatedly "discovered" in new contexts. This is especially true within computer systems, where heavy-tails seemingly pop up everywhere -- from degree distributions in the internet and social networks to file sizes and interarrival times of workloads. However, despite nearly a decade of work on heavy-tails they are still treated as mysterious, surprising, and even controversial. The goal of this tutorial is to show that heavy-tailed distributions need not be mysterious and should not be surprising or controversial. In particular, we will demystify heavy-tailed distributions by showing how to reason formally about their counter-intuitive properties; we will highlight that their emergence should be expected (not surprising) by showing that a wide variety of general processes lead to heavy-tailed distributions; and we will highlight that most of the controversy surrounding heavy-tails is the result of bad statistics, and can be avoided by using the proper tools.
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