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In regression analysis with high-dimensional data, variable selection is an important step to (i) overcome computational problems, (ii) improve prediction performance by variance reduction, and (iii) increase interpretability of the resulting models due to the smaller number of variables.However, robust methods are necessary to prevent outlying data points from distorting the results.The add-on package robustHD (Alfons, 2021) for the statistical computing environment R (R Core Team, 2021) provides functionality for robust linear regression and model selection with high-dimensional data.More specifically, the implemented functionality includes robust least angle regression (Khan et al., 2007), robust groupwise least angle regression (Alfons et al., 2016), as well as sparse least trimmed squares regression (Alfons et al., 2013).The latter can be seen as a trimmed version of the popular lasso regression estimator (Tibshirani, 1996).Selecting the optimal model can be done via cross-validation or an information criterion, and various plots are available to illustrate model selection and to evaluate the final model estimates.Furthermore, the package includes functionality for pre-processing such as robust standardization and winsorization.Finally, robustHD follows a clear object-oriented design and takes advantage of C++ code and parallel computing to reduce computing time.
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Andreas Alfons (2021) studied this question.
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