The procedures for the identification of outlier observations that are most reliable are based on the use of a robustified Mahalanobis distance, and have a very high computational cost even for small size problems. All these procedures present difficulties when applied to the identification of point-mass contaminations, where the outIiers are grouped into one or more clusters, separated from the sample. In this work a specific method for this contamination pattern is described, and shown to be able to handle successfully those cases where methods based on robust estimators (the Minimum Volume ElIipsiod estimator or the Stahel-Donoho estimator) fail. The method is simple, exploratory in nature, and straightforward to apply using any standard...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
Outlier identification is important in many applications of multivariate analysis. Either because th...
The procedures for the identification of outlier observations that are most reliable are based on th...
This article describes a procedure for the detection of multivariate outliers based on the analysis ...
Outlier identification is important in many applications of multivariate analysis. Either because th...
We examine relationships between the problem of robust estimation of multivariate location and shape...
In this paper, we describe an overall strategy for robust estimation of multivariate location and sh...
In this paper we examine some of the relationships between two important optimization problems that ...
Mahalanobis-type distances in which the shape matrix is derived from a consistent high-breakdown rob...
Data sets can be very large, highly multidimensional and of mixed quality. This thesis provides fea...
International audienceBoth clustering and outlier detection tasks have a wide range of applications ...
A look at the psychology literature reveals that researchers still seem to encounter difficulties in...
Let there be given a contaminated list of n Rd-valued observations coming from g different, normally...
Summary. We use the forward search to provide robust Mahalanobis distances to detect the presence of...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
Outlier identification is important in many applications of multivariate analysis. Either because th...
The procedures for the identification of outlier observations that are most reliable are based on th...
This article describes a procedure for the detection of multivariate outliers based on the analysis ...
Outlier identification is important in many applications of multivariate analysis. Either because th...
We examine relationships between the problem of robust estimation of multivariate location and shape...
In this paper, we describe an overall strategy for robust estimation of multivariate location and sh...
In this paper we examine some of the relationships between two important optimization problems that ...
Mahalanobis-type distances in which the shape matrix is derived from a consistent high-breakdown rob...
Data sets can be very large, highly multidimensional and of mixed quality. This thesis provides fea...
International audienceBoth clustering and outlier detection tasks have a wide range of applications ...
A look at the psychology literature reveals that researchers still seem to encounter difficulties in...
Let there be given a contaminated list of n Rd-valued observations coming from g different, normally...
Summary. We use the forward search to provide robust Mahalanobis distances to detect the presence of...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
The aim of detecting outliers in a multivariate sample can be pursued in different ways. We investig...
Outlier identification is important in many applications of multivariate analysis. Either because th...