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Multi-regularization parameters estimation for Gaussian mixture classifier based on MDL principle
Zhou X.1; Guo P.1; Philip Chen C.L.2
2011-12-01
Source PublicationNCTA 2011 - Proceedings of the International Conference on Neural Computation Theory and Applications
Pages112-117
AbstractRegularization is a solution to solve the problem of unstable estimation of covariance matrix with a small sample set in Gaussian classifier. And multi-regularization parameters estimation is more difficult than single parameter estimation. In this paper, KLIM-L covariance matrix estimation is derived theoretically based on MDL (minimum description length) principle for the small sample problem with high dimension. KLIM-L is a generalization of KLIM (Kullback-Leibler information measure) which considers the local difference in each dimension. Under the framework of MDL principle, multi-regularization parameters are selected by the criterion of minimization the KL divergence and estimated simply and directly by point estimation which is approximated by two-order Taylor expansion. It costs less computation time to estimate the multi-regularization parameters in KLIM-L than in RDA (regularized discriminant analysis) and in LOOC (leave-one-out covariance matrix estimate) where cross validation technique is adopted. And higher classification accuracy is achieved by the proposed KLIM-L estimator in experiment.
KeywordCovariance matrix estimation Gaussian classifier Minimum description length Multi-regularization parameters selection
URLView the original
Language英語English
Fulltext Access
Document TypeConference paper
CollectionUniversity of Macau
Affiliation1.Beijing Normal University
2.Universidade de Macau
3.Beijing City University
Recommended Citation
GB/T 7714
Zhou X.,Guo P.,Philip Chen C.L.. Multi-regularization parameters estimation for Gaussian mixture classifier based on MDL principle[C], 2011, 112-117.
APA Zhou X.., Guo P.., & Philip Chen C.L. (2011). Multi-regularization parameters estimation for Gaussian mixture classifier based on MDL principle. NCTA 2011 - Proceedings of the International Conference on Neural Computation Theory and Applications, 112-117.
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