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Article
Open AccessThe k-step spatial sign covariance matrix
The Sign Covariance Matrix is an orthogonal equivariant estimator of multivariate scale. It is often used as an easy-to-compute and highly robust estimator. In this paper we propose a k-step version of the Sign C...
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Article
Robust canonical correlations: A comparative study
Several approaches for robust canonical correlation analysis will be presented and discussed. A first method is based on the definition of canonical correlation analysis as looking for linear combinations of t...
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Chapter and Conference Paper
Empirical Comparison of the Classification Performance of Robust Linear and Quadratic Discriminant Analysis
The aim of this paper is to look at the behavior of the total probability of misclassification of robust linear and quadratic discriminant analysis. The effect of outliers on the discriminant rules is studied ...
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Chapter and Conference Paper
Robust Redundancy Analysis by Alternating Regression
Given two groups of variables redundancy analysis searches for linear combinations of variables in one group that maximize the variance of the other group that is explained by each one of the linear combinatio...
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Article
Fitting multiplicative models by robust alternating regressions
In this paper a robust approach for fitting multiplicative models is presented. Focus is on the factor analysis model, where we will estimate factor loadings and scores by a robust alternating regression algor...
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Chapter and Conference Paper
Outlier resistant estimators for canonical correlation analysis
Canonical correlation analysis studies associations between two sets of random variables. Its standard computation is based on sample covariance matrices, which are however very sensitive to outlying observati...
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Chapter and Conference Paper
A robust version of principal factor analysis
Our aim is to construct a factor analysis method that can resist the effect of outliers. We start with a highly robust initial covariance estimator, after which the factors can be obtained from maximum likelih...
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Chapter and Conference Paper
A Fast Algorithm for Robust Principal Components Based on Projection Pursuit
One of the aims of a principal component analysis (PCA) is to reduce the dimensionality of a collection of observations. If we plot the first two principal components of the observations, it is often the case ...