Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)

This paper delves into the realm of advanced data analysis, focusing on two powerful dimensionality reduction methods: Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA). Methodological marvels in their own right, these approaches are scrutinized for th...

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Main Author: Mario Fordellone
Format: Article
Language:English
Published: Milano University Press 2024-04-01
Series:Epidemiology, Biostatistics and Public Health
Subjects:
Online Access:https://riviste.unimi.it/index.php/ebph/article/view/22513
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author Mario Fordellone
author_facet Mario Fordellone
author_sort Mario Fordellone
collection DOAJ
description This paper delves into the realm of advanced data analysis, focusing on two powerful dimensionality reduction methods: Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA). Methodological marvels in their own right, these approaches are scrutinized for their unique properties and applications across diverse domains. We navigate through the intricacies of their algorithms and explore how they unveil patterns within complex datasets. The comparative analysis highlights the strengths and weaknesses of DPCA and DMCA, shedding light on their distinct contributions to the analytical landscape. This paper serves as a comprehensive guide for researchers and analysts seeking deeper insights into these cutting-edge techniques for dimensional reduction.
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series Epidemiology, Biostatistics and Public Health
spelling doaj-art-64b790f5d2d94f8389cb7d3b10e7bfab2025-08-20T03:17:32ZengMilano University PressEpidemiology, Biostatistics and Public Health2282-09302024-04-0118210.54103/2282-0930/22513Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)Mario Fordellone0https://orcid.org/0000-0003-0790-892XUniversità degli Studi della Campania Luigi VanvitelliThis paper delves into the realm of advanced data analysis, focusing on two powerful dimensionality reduction methods: Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA). Methodological marvels in their own right, these approaches are scrutinized for their unique properties and applications across diverse domains. We navigate through the intricacies of their algorithms and explore how they unveil patterns within complex datasets. The comparative analysis highlights the strengths and weaknesses of DPCA and DMCA, shedding light on their distinct contributions to the analytical landscape. This paper serves as a comprehensive guide for researchers and analysts seeking deeper insights into these cutting-edge techniques for dimensional reduction. https://riviste.unimi.it/index.php/ebph/article/view/22513dimensionality reduction modelmultivariate analysisprincipal component analysismultiple corrispondence analysis
spellingShingle Mario Fordellone
Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
Epidemiology, Biostatistics and Public Health
dimensionality reduction model
multivariate analysis
principal component analysis
multiple corrispondence analysis
title Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
title_full Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
title_fullStr Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
title_full_unstemmed Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
title_short Dimensionality Reduction problem: a Comprehensive Exploration of Disjoint Principal Component Analysis (DPCA) and Disjoint Multiple Correspondence Analysis (DMCA)
title_sort dimensionality reduction problem a comprehensive exploration of disjoint principal component analysis dpca and disjoint multiple correspondence analysis dmca
topic dimensionality reduction model
multivariate analysis
principal component analysis
multiple corrispondence analysis
url https://riviste.unimi.it/index.php/ebph/article/view/22513
work_keys_str_mv AT mariofordellone dimensionalityreductionproblemacomprehensiveexplorationofdisjointprincipalcomponentanalysisdpcaanddisjointmultiplecorrespondenceanalysisdmca