Parametric and Nonparametric Sequential Change Detection in R: The cpm Package

The change point model framework introduced in Hawkins, Qiu, and Kang (2003) and Hawkins and Zamba (2005a) provides an effective and computationally efficient method for detecting multiple mean or variance change points in sequences of Gaussian random variables, when no prior information is availabl...

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Main Author: Gordon J. Ross
Format: Article
Language:English
Published: Foundation for Open Access Statistics 2015-08-01
Series:Journal of Statistical Software
Online Access:http://www.jstatsoft.org/index.php/jss/article/view/2270
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spelling doaj-a39ce0f09e4a469992131a7430f3016d2020-11-24T22:15:13ZengFoundation for Open Access StatisticsJournal of Statistical Software1548-76602015-08-0166112010.18637/jss.v066.i03874Parametric and Nonparametric Sequential Change Detection in R: The cpm PackageGordon J. RossThe change point model framework introduced in Hawkins, Qiu, and Kang (2003) and Hawkins and Zamba (2005a) provides an effective and computationally efficient method for detecting multiple mean or variance change points in sequences of Gaussian random variables, when no prior information is available regarding the parameters of the distribution in the various segments. It has since been extended in various ways by Hawkins and Deng (2010), Ross, Tasoulis, and Adams (2011), Ross and Adams (2012) to allow for fully nonparametric change detection in non-Gaussian sequences, when no knowledge is available regarding even the distributional form of the sequence. Another extension comes from Ross and Adams (2011) and Ross (2014) which allows change detection in streams of Bernoulli and Exponential random variables respectively, again when the values of the parameters are unknown. This paper describes the R package cpm, which provides a fast implementation of all the above change point models in both batch (Phase I) and sequential (Phase II) settings, where the sequences may contain either a single or multiple change points.http://www.jstatsoft.org/index.php/jss/article/view/2270
collection DOAJ
language English
format Article
sources DOAJ
author Gordon J. Ross
spellingShingle Gordon J. Ross
Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
Journal of Statistical Software
author_facet Gordon J. Ross
author_sort Gordon J. Ross
title Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
title_short Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
title_full Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
title_fullStr Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
title_full_unstemmed Parametric and Nonparametric Sequential Change Detection in R: The cpm Package
title_sort parametric and nonparametric sequential change detection in r: the cpm package
publisher Foundation for Open Access Statistics
series Journal of Statistical Software
issn 1548-7660
publishDate 2015-08-01
description The change point model framework introduced in Hawkins, Qiu, and Kang (2003) and Hawkins and Zamba (2005a) provides an effective and computationally efficient method for detecting multiple mean or variance change points in sequences of Gaussian random variables, when no prior information is available regarding the parameters of the distribution in the various segments. It has since been extended in various ways by Hawkins and Deng (2010), Ross, Tasoulis, and Adams (2011), Ross and Adams (2012) to allow for fully nonparametric change detection in non-Gaussian sequences, when no knowledge is available regarding even the distributional form of the sequence. Another extension comes from Ross and Adams (2011) and Ross (2014) which allows change detection in streams of Bernoulli and Exponential random variables respectively, again when the values of the parameters are unknown. This paper describes the R package cpm, which provides a fast implementation of all the above change point models in both batch (Phase I) and sequential (Phase II) settings, where the sequences may contain either a single or multiple change points.
url http://www.jstatsoft.org/index.php/jss/article/view/2270
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