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  1. Deconstructing Multiple Correspondence Analysis

    This paper has two parts. In the first part we review the history of Multiple Correspondence Analysis (MCA) and Reciprocal Averaging Analysis (RAA)....
    Chapter 2023
  2. Correspondence Analysis with Pre-Specified Marginals and Goodman’s Marginal-Free Correspondence Analysis

    Goodman (1996, JASA 91, 408–428) introduced marginal-free correspondence analysis where his principal aim was to reconcile Pearson’s correlation...
    Chapter 2023
  3. Variants of non-symmetric correspondence analysis for nominal and ordinal variables

    Non-symmetric correspondence analysis (NSCA) is a multivariate data analysis technique that has gained increasing attention in recent years. NSCA is...

    Riya R. Jain, Kirtee K. Kamalja in Journal of the Korean Statistical Society
    Article 23 March 2024
  4. Sparse correspondence analysis for large contingency tables

    We propose sparse variants of correspondence analysis (CA) for large contingency tables like documents-terms matrices used in text mining. By seeking...

    Rui** Liu, Ndeye Niang, ... Huiwen Wang in Advances in Data Analysis and Classification
    Article 02 January 2023
  5. Group and Time Differences in Repeatedly Measured Binary Symptom Indicators: Matched Correspondence Analysis

    Examining group and time differences in binary indicators becomes complicated when two groups are repeatedly measured with interrelated binary...
    Chapter 2023
  6. Restricted Cumulative Correspondence Analysis

    Amenta, Pietro D’Ambra, Antonello D’Ambra, LuigiIn the context of the non-iterative procedures for performing a correspondence analysis with linear...
    Pietro Amenta, Antonello D’Ambra, Luigi D’Ambra in Data Science and Social Research II
    Conference paper 2021
  7. What’s in a Name? Correspondence Analysis  . . .  Dual Scaling  . . .  Quantification Method III  . . .  Homogeneity Analysis  . . .

    This is an essay about nomenclature in statistics, in particular around the theme of dual scaling, a term invented by Shisuhiko Nishisato. The...
    Chapter 2023
  8. Generalised Canonical Correlation and Multiple Correspondence Analyses Reformulated as Matrix Factorisation

    Generalised canonical correlation analysis (GCCA) is formulated as the least squares problem which can be called a homogeneity problem. The purpose...
    Kohei Adachi, Henk A. L. Kiers, ... Jos M. F. ten Berge in Analysis of Categorical Data from Historical Perspectives
    Chapter 2023
  9. Correspondence Analysis and Kriging: Projection of Quantitative Information on the Factorial Maps

    In this study, a methodological scheme is proposed for the combined use of Analyse Factorielle des Correspondances—AFC (or Correspondence Analysis)...
    George Menexes, Thomas Koutsos in Data Analysis and Rationality in a Complex World
    Conference paper 2021
  10. Biplots for Variants of Correspondence Analysis

    In the previous chapter, we gave an overview and application of biplots for numerical data. We described the three types of biplots that one may...
    Shizuhiko Nishisato, Eric J. Beh, ... Jose G. Clavel in Modern Quantification Theory
    Chapter 2021
  11. Confidence regions and other tools for an extension of correspondence analysis based on cumulative frequencies

    Over the past 50 years, correspondence analysis (CA) has increasingly been used by data analysts to examine the association structure of categorical...

    Antonello D’Ambra, Pietro Amenta, Eric J. Beh in AStA Advances in Statistical Analysis
    Article 26 October 2020
  12. History of Homogeneity Analysis Based on Co-Citations

    This contribution is a slightly edited text of a 14-page section of my non-digital Ph.D. thesis at Leiden University; see van Rijckevorsel (1987, pp....
    Chapter 2023
  13. Low Lexical Frequencies in Textual Data Analysis

    The description of lexical tables (cross-tabulating vocabulary and texts) is commonly performed through correspondence analysis (CA) and is often...
    Chapter 2023
  14. PowerCA: A Fast Iterative Implementation of Correspondence Analysis

    The visual exploration of big data requires interactivity as well as the possibility to update an existing solution as new data becomes available in...
    Alfonso Iodice D’Enza, P. J. F. Groenen, M. Van de Velden in Advanced Studies in Behaviormetrics and Data Science
    Chapter 2020
  15. Data Integration and Analysis

    This chapter provides a wide variety of examples of the ways in which data can be manipulated using an item-based approach, demonstrating how to...
    Sandra R. Schloen, Miller C. Prosser in Database Computing for Scholarly Research
    Chapter 2023
  16. Five Strategies for Accommodating Overdispersion in Simple Correspondence Analysis

    Traditionally, simple correspondence analysis applied to a two-way contingency table is performed by decomposing a matrix of standardised residuals...
    Eric J. Beh, Rosaria Lombardo in Advanced Studies in Classification and Data Science
    Conference paper 2020
  17. Cluster Analysis

    This chapter covers cluster analysis, a set of methods used for identifying groups of similar observations based on proximity measures. The chapter...
    Chapter 2023
  18. Information for Analysis

    When we carry out data analysis, we encounter many kinds of data.
    Chapter 2023
  19. Correspondence Analysis

    Correspondence analysis provides tools for analyzing the associations between rows and columns of contingency tables. A contingency table is a...
    Wolfgang Karl Härdle, Léopold Simar in Applied Multivariate Statistical Analysis
    Chapter 2019
  20. Analysis of Contingency Table by Two-Mode Two-Way Multidimensional Scaling with Bayesian Estimation

    Visualisation methods for contingency tables, such as correspondence analysis and dual scaling, are widely used in many research fields. These...
    Chapter 2023
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