Applying Grey Relational Analysis to Detect Change Points in Time Series

The goal of detecting change points is to recognize abrupt changes in time series data. This is suitable, for instance, to find events that characterize the financial market or to inspect data streams of stock returns. Regression models categorized as supervised methods have played a significant rol...

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Main Authors: Yi-Chung Hu, Shu-hen Chiang, Yu-Jing Chiu
Format: Article
Language:English
Published: Wiley 2022-01-01
Series:Journal of Mathematics
Online Access:http://dx.doi.org/10.1155/2022/9242773
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author Yi-Chung Hu
Shu-hen Chiang
Yu-Jing Chiu
author_facet Yi-Chung Hu
Shu-hen Chiang
Yu-Jing Chiu
author_sort Yi-Chung Hu
collection DOAJ
description The goal of detecting change points is to recognize abrupt changes in time series data. This is suitable, for instance, to find events that characterize the financial market or to inspect data streams of stock returns. Regression models categorized as supervised methods have played a significant role in change-point detection. However, since change points might not be available beforehand to train the model, and because the series data might be statistically atypical, the applicability of regression models is limited. To avoid statistical assumptions, this study uses the grey theory, a kind of artificial intelligence tools, to measure the relationships between sequences by grey relational analysis (GRA). This paper contributes to propose an unsupervised method to detect possible change points in time series by GRA. Change-point analysis of the proposed method was performed on S&P100 stock returns. Experimental results from evaluating the recognition accuracy rate show that the proposed method performs well compared to other methods considered for change-point detection.
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issn 2314-4785
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publishDate 2022-01-01
publisher Wiley
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series Journal of Mathematics
spelling doaj-art-6f393b7ebead414e8d69bff9814a77df2025-08-20T02:06:23ZengWileyJournal of Mathematics2314-47852022-01-01202210.1155/2022/9242773Applying Grey Relational Analysis to Detect Change Points in Time SeriesYi-Chung Hu0Shu-hen Chiang1Yu-Jing Chiu2Department of Business AdministrationDepartment of FinanceDepartment of Business AdministrationThe goal of detecting change points is to recognize abrupt changes in time series data. This is suitable, for instance, to find events that characterize the financial market or to inspect data streams of stock returns. Regression models categorized as supervised methods have played a significant role in change-point detection. However, since change points might not be available beforehand to train the model, and because the series data might be statistically atypical, the applicability of regression models is limited. To avoid statistical assumptions, this study uses the grey theory, a kind of artificial intelligence tools, to measure the relationships between sequences by grey relational analysis (GRA). This paper contributes to propose an unsupervised method to detect possible change points in time series by GRA. Change-point analysis of the proposed method was performed on S&P100 stock returns. Experimental results from evaluating the recognition accuracy rate show that the proposed method performs well compared to other methods considered for change-point detection.http://dx.doi.org/10.1155/2022/9242773
spellingShingle Yi-Chung Hu
Shu-hen Chiang
Yu-Jing Chiu
Applying Grey Relational Analysis to Detect Change Points in Time Series
Journal of Mathematics
title Applying Grey Relational Analysis to Detect Change Points in Time Series
title_full Applying Grey Relational Analysis to Detect Change Points in Time Series
title_fullStr Applying Grey Relational Analysis to Detect Change Points in Time Series
title_full_unstemmed Applying Grey Relational Analysis to Detect Change Points in Time Series
title_short Applying Grey Relational Analysis to Detect Change Points in Time Series
title_sort applying grey relational analysis to detect change points in time series
url http://dx.doi.org/10.1155/2022/9242773
work_keys_str_mv AT yichunghu applyinggreyrelationalanalysistodetectchangepointsintimeseries
AT shuhenchiang applyinggreyrelationalanalysistodetectchangepointsintimeseries
AT yujingchiu applyinggreyrelationalanalysistodetectchangepointsintimeseries