In this study, we propose a robust fuzzy clustering method tailored for cellwise outlier detection. Unlike conventional robust fuzzy clustering approaches, our model relaxes the assumption of spherical clusters while maintaining the eigenvalue ratio constraint of F-TCLUST and effectively handling contaminated cells in the data. The estimation process is carried out via an EM algorithm, incorporating an additional step for identifying outliers, followed by E-and M-steps that treat con-taminated cells as missing data. Through simulations we demonstrate the effectiveness of our approach in scenarios with significant cellwise contamination.
Greselin, F., García Escudero, L., Mayo-Íscar, A., Zaccaria, G. (2025). Cellwise Robust Fuzzy Gaussian Mixtures. In E. di Bella, V. Gioia, C. Lagazio, S. Zaccarin (a cura di), Statistics for Innovation IV SIS 2025, Short Papers, Contributed Sessions 3 (pp. 542-547). Springer [10.1007/978-3-031-96033-8_88].
Cellwise Robust Fuzzy Gaussian Mixtures
Greselin, F.;Zaccaria, G.
2025
Abstract
In this study, we propose a robust fuzzy clustering method tailored for cellwise outlier detection. Unlike conventional robust fuzzy clustering approaches, our model relaxes the assumption of spherical clusters while maintaining the eigenvalue ratio constraint of F-TCLUST and effectively handling contaminated cells in the data. The estimation process is carried out via an EM algorithm, incorporating an additional step for identifying outliers, followed by E-and M-steps that treat con-taminated cells as missing data. Through simulations we demonstrate the effectiveness of our approach in scenarios with significant cellwise contamination.| File | Dimensione | Formato | |
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