A generalization of functional clustering for discrete multivariate longitudinal data.

Abstract:

:This paper presents a new model-based generalized functional clustering method for discrete longitudinal data, such as multivariate binomial and Poisson distributed data. For this purpose, we propose a multivariate functional principal component analysis (MFPCA)-based clustering procedure for a latent multivariate Gaussian process instead of the original functional data directly. The main contribution of this study is two-fold: modeling of discrete longitudinal data with the latent multivariate Gaussian process and developing of a clustering algorithm based on MFPCA coupled with the latent multivariate Gaussian process. Numerical experiments, including real data analysis and a simulation study, demonstrate the promising empirical properties of the proposed approach.

journal_name

Stat Methods Med Res

authors

Lim Y,Cheung YK,Oh HS

doi

10.1177/0962280220921912

subject

Has Abstract

pub_date

2020-11-01 00:00:00

pages

3205-3217

issue

11

eissn

0962-2802

issn

1477-0334

journal_volume

29

pub_type

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