Novel Sexalinear Decomposition Algorithm for Analyzing the Chemical Sexalinear Data Array

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Auteurs principaux: Yue‐Yue Chang, Qiu‐Na Shi, Tong Wang, Hai‐Long Wu, Ru‐Qin Yu
Format: Artículo Open Access
Publié: Wiley 2025
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author Yue‐Yue Chang
Qiu‐Na Shi
Tong Wang
Hai‐Long Wu
Ru‐Qin Yu
author_facet Yue‐Yue Chang
Qiu‐Na Shi
Tong Wang
Hai‐Long Wu
Ru‐Qin Yu
Yue‐Yue Chang
Qiu‐Na Shi
Tong Wang
Hai‐Long Wu
Ru‐Qin Yu
collection Wiley Open Access
contents Novel Sexalinear Decomposition Algorithm for Analyzing the Chemical Sexalinear Data Array Yue‐Yue Chang Qiu‐Na Shi Tong Wang Hai‐Long Wu Ru‐Qin Yu Journal of Chemometrics ABSTRACTWith the development of analytical instrument towards more and more high‐way and complex, it is very important and meaningful work to obtain ultra‐high‐way chemical data and explore its analytical methods. In this paper, a novel and excellent six‐way algorithm combination method (six‐way ACM) was proposed. In addition, a real chemically meaningful ultra‐high‐way sexalinear data array was obtained and constructed for the first time. The proposed six‐way data array has highly collinearity, which puts forward higher requirements for parsing this data array to a certain extent. To verify the feasibility of the proposed algorithm, it was used to analyze the above real sexalinear six‐way data array and a series of simulated six‐way data arrays with different noise levels. The results of real data and simulated data demonstrate that the proposed method can be well used in the analysis of six‐way data arrays and shows fascinating performance, including insensitive to excessive number of components, fast convergence speed, and suitable for high collinearity and high noise data. Compared with three‐way, four‐way, and five‐way calibration methods, the six‐way ACM provides higher sensitivity, a lower limit of detection, a lower limit of quantification, and more stable and accurate results, showing an outstanding “higher‐order advantages” and better ability to handle collinearity problems. This work provides not only data analysis method for high‐order instruments that may emerge in the future but also real data support and methodological reference for theoretical research on high‐order tensor algebra. 10.1002/cem.70013 http://onlinelibrary.wiley.com/termsAndConditions#vor
doi_str_mv 10.1002/cem.70013
format Artículo Open Access
id wiley_oa_10_1002_cem_70013
institution Wiley Open Access
license_str_mv http://onlinelibrary.wiley.com/termsAndConditions#vor
publishDate 2025
publisher Wiley
record_format wiley_oa
spellingShingle Novel Sexalinear Decomposition Algorithm for Analyzing the Chemical Sexalinear Data Array
Yue‐Yue Chang
Qiu‐Na Shi
Tong Wang
Hai‐Long Wu
Ru‐Qin Yu
Journal of Chemometrics
Novel Sexalinear Decomposition Algorithm for Analyzing the Chemical Sexalinear Data Array Yue‐Yue Chang Qiu‐Na Shi Tong Wang Hai‐Long Wu Ru‐Qin Yu Journal of Chemometrics ABSTRACTWith the development of analytical instrument towards more and more high‐way and complex, it is very important and meaningful work to obtain ultra‐high‐way chemical data and explore its analytical methods. In this paper, a novel and excellent six‐way algorithm combination method (six‐way ACM) was proposed. In addition, a real chemically meaningful ultra‐high‐way sexalinear data array was obtained and constructed for the first time. The proposed six‐way data array has highly collinearity, which puts forward higher requirements for parsing this data array to a certain extent. To verify the feasibility of the proposed algorithm, it was used to analyze the above real sexalinear six‐way data array and a series of simulated six‐way data arrays with different noise levels. The results of real data and simulated data demonstrate that the proposed method can be well used in the analysis of six‐way data arrays and shows fascinating performance, including insensitive to excessive number of components, fast convergence speed, and suitable for high collinearity and high noise data. Compared with three‐way, four‐way, and five‐way calibration methods, the six‐way ACM provides higher sensitivity, a lower limit of detection, a lower limit of quantification, and more stable and accurate results, showing an outstanding “higher‐order advantages” and better ability to handle collinearity problems. This work provides not only data analysis method for high‐order instruments that may emerge in the future but also real data support and methodological reference for theoretical research on high‐order tensor algebra. 10.1002/cem.70013 http://onlinelibrary.wiley.com/termsAndConditions#vor
title Novel Sexalinear Decomposition Algorithm for Analyzing the Chemical Sexalinear Data Array
topic Journal of Chemometrics
url https://analyticalsciencejournals.onlinelibrary.wiley.com/doi/10.1002/cem.70013