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Joint distribution for number of crossings and longest run in independent Bernoulli observations. The R package crossrun

机译:在独立的伯努利观测中,交叉点数量和最长走时的联合分布。 R包交叉运行

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摘要

The R package crossrun computes the joint distribution of the number of crossings and the longest run in a sequence of independent Bernoulli observations. The main intended application is statistical process control where the joint distribution may be used for systematic investigation, and possibly refinement, of existing rules for distinguishing between signal and noise. While the crossrun vignette is written to assist in practical use, this article gives a hands-on explanation of why the procedures works. The article also includes a discussion of limitations of the present version of crossrun together with an outline of ongoing work to meet these limitations. There is more to come, and it is necessary to grasp the basic ideas behind the procedure implemented both to understand these planned extensions, and how presently implemented rules in statistical process control, based on the number of crossings and the longest run, may be refined.
机译:R包交叉游程在一系列独立的伯努利观测值中计算交叉次数和最长游程的联合分布。主要的预期应用是统计过程控制,其中联合分布可用于对信号和噪声进行区分的现有规则的系统研究,并可能进行细化。在编写横行小插图以帮助实际使用时,本文提供了有关该程序为何起作用的动手说明。本文还讨论了当前版本的crossrun的局限性,并概述了为满足这些局限性而正在进行的工作。还有更多的事情,有必要掌握所执行程序的基本思想,以了解这些计划的扩展,以及如何根据交叉次数和最长运行时间来完善当前统计过程控制中的规则。 。

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