This article describes a procedure for the detection of multivariate outliers based on the analysis of certain angular properties of the observations. The method is simple, exploratory in nature, and particularly well suited for the detection of concentrated contamination patterns, in which the outliers appear to form a cluster, separated from the sample. It is shown that it presents good properties for the identification of contaminations on high-dimensional sample spaces and for high contamination levels, including some cases in which methods based on robust estimators (the minimum covariance determinant and minimum volume ellipsoid estimators, the Stahel–Donoho estimator, or other recent proposals) may fail. The use of the procedure is i...
Multivariate outlier identification requires the choice of reliable cut-off points for the robust di...
Researchers often lack knowledge about how to deal with outliers when analyzing their data. Even mor...
Multivariate outliers are usually identified by means of robust distances. A statistically principl...
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...
There are two main reasons that motivate people to detect outliers; the first is the researchers' in...
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...
Most outlier detection rules for multivariate data are based on the assumption of elliptical symmetr...
We examine relationships between the problem of robust estimation of multivariate location and shape...
A multivariate dataset consists of n cases in d dimensions, and is often stored in an n by d data ma...
The classical estimators of multivariate location and scatter for the normal model are the sample m...
Multivariate outlier detection is usually based on Mahalanobis distances, by plugging in robust est...
Mahalanobis-type distances in which the shape matrix is derived from a consistent high-breakdown rob...
Abstract: The recent developments by considering a rather unexpected application of the theory of In...
Multivariate outlier identification requires the choice of reliable cut-off points for the robust di...
Researchers often lack knowledge about how to deal with outliers when analyzing their data. Even mor...
Multivariate outliers are usually identified by means of robust distances. A statistically principl...
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...
There are two main reasons that motivate people to detect outliers; the first is the researchers' in...
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...
Most outlier detection rules for multivariate data are based on the assumption of elliptical symmetr...
We examine relationships between the problem of robust estimation of multivariate location and shape...
A multivariate dataset consists of n cases in d dimensions, and is often stored in an n by d data ma...
The classical estimators of multivariate location and scatter for the normal model are the sample m...
Multivariate outlier detection is usually based on Mahalanobis distances, by plugging in robust est...
Mahalanobis-type distances in which the shape matrix is derived from a consistent high-breakdown rob...
Abstract: The recent developments by considering a rather unexpected application of the theory of In...
Multivariate outlier identification requires the choice of reliable cut-off points for the robust di...
Researchers often lack knowledge about how to deal with outliers when analyzing their data. Even mor...
Multivariate outliers are usually identified by means of robust distances. A statistically principl...