In Gaussian mixture (GM) modeling, it is crucial to select the number of Gaussians for a sample data set. In this paper, we propose a gradient entropy regularized likelihood (ERL) algorithm on Gaussian mixture to solve this problem under regularization theory. It is demonstrated by the simulation experiments that the gradient ERL learning algorithm can select an appropriate number of Gaussians automatically during the parameter learning on a sample data set and lead to a good estimation of the parameters in the actual Gaussian mixture, even in the cases of two or more actual Gaussians overlapped strongly. ? Springer-Verlag Berlin Heidelberg 2006.EI
As for cluster analysis, the key problem is to determine the number of clusters. This paper presents...
In this paper we address the problem of estimating the parameters of a Gaussian mixture model. Altho...
We build up the mathematical connection between the "Expectation-Maximization" (EM) algori...
In Gaussian mixture modeling, it is crucial to select the number of Gaussians or mixture model for a...
As for Gaussian mixture modeling, the key problem is to select the number of Gaussians in the mixtur...
Derived from regularization theory, an adaptive entropy regularized likelihood (ERL) learning algori...
Derived from regularization theory, an adaptive entropy regularized likelihood (ERL) learning algori...
In finite mixture modelling, it is crucial to select the number of components for a data set. We hav...
The Gaussian mixture model is widely applied in the fields of data analysis and information processi...
In finite mixture modelling, it is crucial to select the number of components for a data set. We hav...
Gaussian mixture modeling is a powerful approach for data analysis and the determination of the numb...
Gaussian mixture is a powerful statistical tool for data modeling and analysis. However, its model s...
When fitting finite mixtures to multivariate data, it is crucial to select the appropriate number of...
In this paper, a dynamically regularized harmony learning (DRHL) algorithm is proposed for Gaussian ...
In this paper, a Bayesian Ying-Yang (BYY) harmony enforcing regularization (BYY-HER) algorithm is pr...
As for cluster analysis, the key problem is to determine the number of clusters. This paper presents...
In this paper we address the problem of estimating the parameters of a Gaussian mixture model. Altho...
We build up the mathematical connection between the "Expectation-Maximization" (EM) algori...
In Gaussian mixture modeling, it is crucial to select the number of Gaussians or mixture model for a...
As for Gaussian mixture modeling, the key problem is to select the number of Gaussians in the mixtur...
Derived from regularization theory, an adaptive entropy regularized likelihood (ERL) learning algori...
Derived from regularization theory, an adaptive entropy regularized likelihood (ERL) learning algori...
In finite mixture modelling, it is crucial to select the number of components for a data set. We hav...
The Gaussian mixture model is widely applied in the fields of data analysis and information processi...
In finite mixture modelling, it is crucial to select the number of components for a data set. We hav...
Gaussian mixture modeling is a powerful approach for data analysis and the determination of the numb...
Gaussian mixture is a powerful statistical tool for data modeling and analysis. However, its model s...
When fitting finite mixtures to multivariate data, it is crucial to select the appropriate number of...
In this paper, a dynamically regularized harmony learning (DRHL) algorithm is proposed for Gaussian ...
In this paper, a Bayesian Ying-Yang (BYY) harmony enforcing regularization (BYY-HER) algorithm is pr...
As for cluster analysis, the key problem is to determine the number of clusters. This paper presents...
In this paper we address the problem of estimating the parameters of a Gaussian mixture model. Altho...
We build up the mathematical connection between the "Expectation-Maximization" (EM) algori...