Results 11 to 20 of about 103,329 (151)
Sufficient dimension reduction on partially nonlinear index models with applications to medical costs analysis. [PDF]
Modeling medical costs is a crucial task in health economics, especially when high-dimensional covariates and nonlinear effects are present. In this study, we propose a partially nonlinear index model (PNIM) that integrates partially sufficient dimension
Xiaobing Zhao, Yufeng Xia, Xuan Xu
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A selective overview of sparse sufficient dimension reduction
High-dimensional data analysis has been a challenging issue in statistics. Sufficient dimension reduction aims to reduce the dimension of the predictors by replacing the original predictors with a minimal set of their linear combinations without loss of ...
Lu Li, Xuerong Meggie Wen, Zhou Yu
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Sufficient dimension reduction for longitudinally measured predictors [PDF]
We propose a method to combine several predictors (markers) that are measured repeatedly over time into a composite marker score without assuming a model and only requiring a mild condition on the predictor distribution. Assuming that the first and second moments of the predictors can be decomposed into a time and a marker component via a Kronecker ...
Pfeiffer, R. M. +2 more
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Sparse sufficient dimension reduction for directional regression
Sufficient dimension reduction has emerged as a powerful tool for extracting meaningful information within high dimensional datasets over the past few decades.
Gayun Kwon, Gijeong Noh, Kyongwon Kim
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Sufficient Dimension Reduction via Distance Covariance [PDF]
We introduce a novel approach to sufficient dimension reduction problems using distance covariance. Our method requires very mild conditions on the predictors. It estimates the central subspace effectively even when many predictors are categorical or discrete. Our method keeps the model-free advantage without estimating link function.
Wenhui Sheng, Xiangrong Yin
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Sufficient Dimension Reduction via Bayesian Mixture Modeling [PDF]
Brian J Reich +2 more
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Sufficient dimension reduction and prediction in regression [PDF]
Dimension reduction for regression is a prominent issue today because technological advances now allow scientists to routinely formulate regressions in which the number of predictors is considerably larger than in the past. While several methods have been proposed to deal with such regressions, principal components (PCs) still seem to be the most ...
Adragni, Kofi P., Cook, R. Dennis
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Aggregate Kernel Inverse Regression Estimation
Sufficient dimension reduction (SDR) is a useful tool for nonparametric regression with high-dimensional predictors. Many existing SDR methods rely on some assumptions about the distribution of predictors. Wang et al.
Wenjuan Li +3 more
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Fréchet sufficient dimension reduction for random objects [PDF]
Summary We consider Fréchet sufficient dimension reduction with responses being complex random objects in a metric space and high-dimensional Euclidean predictors. We propose a novel approach, called the weighted inverse regression ensemble method, for linear Fréchet sufficient dimension reduction.
Ying, Chao, Yu, Zhou
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direpack: A Python 3 package for state-of-the-art statistical dimensionality reduction methods
The direpack package establishes a set of modern statistical dimensionality reduction techniques into the Python universe as a single, consistent package.
Emmanuel Jordy Menvouta +2 more
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