Simultaneous model-based clustering and visualization in the Fisher discriminative subspace
Statistics and Computing
Theoretical and practical considerations on the convergence properties of the Fisher-EM algorithm
Journal of Multivariate Analysis
Parsimonious Mahalanobis kernel for the classification of high dimensional data
Pattern Recognition
Clustering and classification via cluster-weighted factor analyzers
Advances in Data Analysis and Classification
Mixtures of common factor analyzers for high-dimensional data with missing information
Journal of Multivariate Analysis
Model-based clustering of high-dimensional data streams with online mixture of probabilistic PCA
Advances in Data Analysis and Classification
Using conditional independence for parsimonious model-based Gaussian clustering
Statistics and Computing
Parsimonious skew mixture models for model-based clustering and classification
Computational Statistics & Data Analysis
Automated learning of factor analysis with complete and incomplete data
Computational Statistics & Data Analysis
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Mixtures of factor analyzers enable model-based density estimation to be undertaken for high-dimensional data, where the number of observations n is not very large relative to their dimension p. In practice, there is often the need to further reduce the number of parameters in the specification of the component-covariance matrices. To this end, we propose the use of common component-factor loadings, which considerably reduces further the number of parameters. Moreover, it allows the data to be displayed in low--dimensional plots.