A Bayesian-based methodology is presented which automatically penalizes overcomplex models being fitted to unknown data. We show that, with a Gaussian mixture model, the approach is able to select an “optimal” number of components in the model and so partition data sets. The performance of the Bayesian method is compared to other methods of optimal model selection and found to give good results. The methods are tested on synthetic and real data sets
This thesis proposes Gaussian Mixtures as a flexible semiparametric tool for density estimation and ...
This paper discusses the problem of fitting mixture models to input data. When an input stream is an...
Gaussian mixture models are often used for probability density estimation in pattern recognition and...
A Bayesian-based methodology is presented which automatically penalizes overcomplex models being fit...
A Bayesian-based methodology is presented which automatically penalises over-complex models being fi...
Abstract. Bayesian approaches to density estimation and clustering using mixture distributions allow...
This paper deals with Bayesian inference of a mixture of Gaussian dis-tributions. A novel formulatio...
This paper is concerned with an important issue in finite mixture modelling, the selection of the nu...
An important aspect of mixture modeling is the selection of the number of mixture components. In thi...
An important aspect of mixture modeling concerns the selection of the number of mixture components. ...
Gaussian mixture modeling is a powerful approach for data analysis and the determination of the numb...
One of the main advantages of Bayesian approaches is that they offer principled methods of inference...
International audienceWe address the issue of selecting automatically the number of components in mi...
Gaussian mixture models are often used for probability density estimation in pattern recognition and...
This thesis proposes Gaussian Mixtures as a flexible semiparametric tool for density estimation and ...
This thesis proposes Gaussian Mixtures as a flexible semiparametric tool for density estimation and ...
This paper discusses the problem of fitting mixture models to input data. When an input stream is an...
Gaussian mixture models are often used for probability density estimation in pattern recognition and...
A Bayesian-based methodology is presented which automatically penalizes overcomplex models being fit...
A Bayesian-based methodology is presented which automatically penalises over-complex models being fi...
Abstract. Bayesian approaches to density estimation and clustering using mixture distributions allow...
This paper deals with Bayesian inference of a mixture of Gaussian dis-tributions. A novel formulatio...
This paper is concerned with an important issue in finite mixture modelling, the selection of the nu...
An important aspect of mixture modeling is the selection of the number of mixture components. In thi...
An important aspect of mixture modeling concerns the selection of the number of mixture components. ...
Gaussian mixture modeling is a powerful approach for data analysis and the determination of the numb...
One of the main advantages of Bayesian approaches is that they offer principled methods of inference...
International audienceWe address the issue of selecting automatically the number of components in mi...
Gaussian mixture models are often used for probability density estimation in pattern recognition and...
This thesis proposes Gaussian Mixtures as a flexible semiparametric tool for density estimation and ...
This thesis proposes Gaussian Mixtures as a flexible semiparametric tool for density estimation and ...
This paper discusses the problem of fitting mixture models to input data. When an input stream is an...
Gaussian mixture models are often used for probability density estimation in pattern recognition and...