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Estimate the mean of a Gaussian vector, by choosing among a large collection of estimators. In particular it solves the problem of variable selection by choosing the best predictor among predictors emanating from different methods as lasso, elastic-net, adaptive lasso, pls, randomForest. Moreover, it can be applied for choosing the tuning parameter in a Gauss-lasso procedure.

copied from cf-post-staging / r-linselect
Type Size Name Uploaded Downloads Labels
conda 397.2 kB | noarch/r-linselect-1.1-r36_1001.tar.bz2  6 years and 2 months ago 4115 main cf202003
conda 396.4 kB | noarch/r-linselect-1.1-r35_1001.tar.bz2  6 years and 2 months ago 4119 main cf202003
conda 396.1 kB | noarch/r-linselect-1.1-r351_1000.tar.bz2  6 years and 9 months ago 4788 main cf202003 gcc7 cf201901
conda 356.9 kB | osx-64/r-linselect-1.1-r3.4.1_0.tar.bz2  7 years and 5 months ago 1355 main cf202003 cf201901
conda 363.8 kB | win-64/r-linselect-1.1-r3.4.1_0.tar.bz2  7 years and 5 months ago 2784 main cf202003 cf201901
conda 356.7 kB | linux-64/r-linselect-1.1-r3.4.1_0.tar.bz2  7 years and 5 months ago 6734 main cf202003 cf201901
conda 355.7 kB | osx-64/r-linselect-1.1-r341_0.tar.bz2  7 years and 5 months ago 377 main cf202003 cf201901
conda 355.9 kB | linux-64/r-linselect-1.1-r341_0.tar.bz2  7 years and 5 months ago 5184 main cf202003 cf201901

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