We establish a mixture model with “spurious ” outliers and derive its maxi-mum likelihood estimator, the maximum trimmed likelihood estimator MTLE. It may be computed with a trimmed version of the EM algorithm which we call the EMT algorithm. We analyze its properties and compute various breakdown values of the estimator for normal mixtures thereby proving ro-bustness of the method. AMS (2000) subject classification. Primary 62H12; Secondary 62F35
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...
Finite mixtures of linear mixed models are increasily applied in differentareas of application. They...
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...
The existing methods for tting mixture regression models assume a normal dis-tribution for error and...
This paper discusses the EM algorithm. This algorithm is used, for example, to calculate maximum lik...
In the fitting of mixtures of linear regression models, the normal assumption has been traditionally...
this paper use consider the problem of providing standard errors of the component means in normal mi...
An expectation–maximization (EM) likelihood estimation procedure is proposed to obtain the maximum l...
AbstractMultivariate normal mixtures provide a flexible model for high-dimensional data. They are wi...
We consider the fitting of normal mixture models to multivariate data, using maximum likelihood via ...
Abstract. The problem of estimating the parameters which determine a mixture density has been the su...
22 pagesThe Mixture Transition Distribution (MTD) model was introduced by Raftery to face the need f...
Following my previous post on optimization and mixtures (here), Nicolas told me that my idea was pro...
Finite mixture regression models have been widely used for modelling mixed regression relationships ...
Mixture regression models (MRMs) are widely used to capture the heterogeneity of relationships betwe...
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...
Finite mixtures of linear mixed models are increasily applied in differentareas of application. They...
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...
The existing methods for tting mixture regression models assume a normal dis-tribution for error and...
This paper discusses the EM algorithm. This algorithm is used, for example, to calculate maximum lik...
In the fitting of mixtures of linear regression models, the normal assumption has been traditionally...
this paper use consider the problem of providing standard errors of the component means in normal mi...
An expectation–maximization (EM) likelihood estimation procedure is proposed to obtain the maximum l...
AbstractMultivariate normal mixtures provide a flexible model for high-dimensional data. They are wi...
We consider the fitting of normal mixture models to multivariate data, using maximum likelihood via ...
Abstract. The problem of estimating the parameters which determine a mixture density has been the su...
22 pagesThe Mixture Transition Distribution (MTD) model was introduced by Raftery to face the need f...
Following my previous post on optimization and mixtures (here), Nicolas told me that my idea was pro...
Finite mixture regression models have been widely used for modelling mixed regression relationships ...
Mixture regression models (MRMs) are widely used to capture the heterogeneity of relationships betwe...
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...
Finite mixtures of linear mixed models are increasily applied in differentareas of application. They...
We consider the case where a latent variable X cannot be observed directly and instead a variable W=...