Application of Multivariate Modeling in the Social and Health Sciences

A special issue of Mathematics (ISSN 2227-7390). This special issue belongs to the section "Mathematical Biology".

Deadline for manuscript submissions: 31 December 2024 | Viewed by 881

Special Issue Editor


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Guest Editor
Graduate Institute of Athletics and Coaching Science, National Taiwan Sport University, Taoyuan 33301, Taiwan
Interests: multivariate data analysis; machine learning; big data in health; explainable AI

Special Issue Information

Dear Colleagues,

The high-dimensional nature of social and health science data has received increasing attention from both academia and industry since the development of supportive hardware and algorithms. The multivariate analysis methodology aims to properly understand the high-dimensional data in a statistical, mathematical, and numerical format. Data could be collected through observational studies, well-designed experiments, or pre-existing databases. The multivariate analysis enables practitioners to grasp complicated concepts retrieved from decoding intertwined relationships among variables. Integration of statistical modeling and machine learning can help decision-makers to gain a significant advantage in core competencies. As a result, today’s practitioners can adopt a holistic approach to adopting either machine learning or statistical methodology as data science to optimize ways of translating data into knowledge.

This Special Issue of Multivariate Modeling in the Social and Health Sciences is intended to present the recent advances in high-dimensional data management in the social and health fields. Authors are encouraged to submit applied articles addressing this theme in this Special Issue. Research articles, review articles, as well as short communications, are all welcomed. Topics include, but are not limited to, the following research topics:

  • Impact of multivariate data analysis on decision-making process regarding social and health science;
  • Multivariate methodology development in social and health science;
  • Feature extraction and selection for high-dimensional social and health data;
  • Data visualization for multivariate data analysis and data quality;
  • Multivariate analysis for the impact of COVID-19 on social and health field.

Dr. Yen-Kuang Lin
Guest Editor

Manuscript Submission Information

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Keywords

  • longitudinal data
  • interpretability
  • sample size issue
  • practical significance
  • data reduction

Published Papers (1 paper)

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Research

16 pages, 977 KiB  
Article
Examining Differences of Invariance Alignment in the Mplus Software and the R Package Sirt
by Alexander Robitzsch
Mathematics 2024, 12(5), 770; https://doi.org/10.3390/math12050770 - 05 Mar 2024
Viewed by 545
Abstract
Invariance alignment (IA) is a multivariate statistical technique to compare the means and standard deviations of a factor variable in a one-dimensional factor model across multiple groups. To date, the IA method is most frequently estimated using the commercial Mplus software. IA has [...] Read more.
Invariance alignment (IA) is a multivariate statistical technique to compare the means and standard deviations of a factor variable in a one-dimensional factor model across multiple groups. To date, the IA method is most frequently estimated using the commercial Mplus software. IA has also been implemented in the R package sirt. In this article, the performance of IA in the software packages Mplus and R are compared. It is argued and empirically shown in a simulation study and an empirical example that differences between software packages are primarily the cause of different identification constraints in IA. With a change of the identification constraint employing an argument in the IA function in sirt, Mplus and sirt resulted in comparable performance. Moreover, in line with previous work, the simulation study also highlighted that the tuning parameter ε=0.001 in IA is preferable to ε=0.01. Furthermore, an empirical example raises the question of whether IA, in its current implementations, behaves as expected in the case of many groups. Full article
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