The Geometric Interpretation of Correspondence Analysis

DOI10.2307/2289445zbMath0622.62006OpenAlexW4239472523MaRDI QIDQ3759686

Trevor Hastie, Michael J. Greenacre

Publication date: 1987

Full work available at URL: https://doi.org/10.2307/2289445

zbMATH Keywords

singular value decompositionprincipal componentscontingency tablesgeometric interpretationgraphical displaymultivariate categorical dataextensions of correspondence analysisgeometry of correspondence analysis

Mathematics Subject Classification ID

Related Items (15)

Multivariate methods using mixtures: correspondence analysis, scaling and pattern-detection ⋮ Correspondence analysis with fuzzy data: The fuzzy eigenvalue problem ⋮ Scoring under ordered constraints in contingency tables ⋮ Alternative approaches to correspondence analysis of sociomatrices ⋮ The Gifi system of descriptive multivariate analysis. ⋮ Several biplot methods applied to gene expression data ⋮ Singular value decomposition of matched matrices ⋮ Singular value decomposition in additive, multiplicative, and logistic forms ⋮ An error variance approach to two-mode hierarchical clustering ⋮ Correspondence analysis approach for finding allele associations in population genetic study ⋮ Phase distribution and properties identification of heterogeneous materials: a data-driven approach ⋮ Comparison of contraction coefficients for \(f\)-divergences ⋮ USING CORRESPONDENCE ANALYSIS WHEN THE SYSTEM DESCRIPTION YIELDS SEVERAL TRANSITION MATRICES. EXAMPLES WITH SIMULATED DATA AND REAL DRIVER-CAR-ENVIRONMENT SYSTEM DATA ⋮ Singular value decomposition of the third multivariate moment ⋮ Correspondence analysis and diagonal expansions in terms of distribution functions

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