Using intraslice covariances for improved estimation of the central subspace in regression
By R. Dennis Cook, Liqiang Ni. 2006
47 citations recorded by the source corpus.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/eb8eac31c2fbd3325b67de2a907726f889b08817
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In Statistics and Probability
Citations in the corpus
- On estimation efficiency of the central mean subspace (2014, methodology): “Following the idea of Cook and Ni (2005, 2006), Yoo and Cook (2007) proposed weighted alternating least squares to improve the usual ordinary least squares estimator when Y is multivariate.”
- Principal fitted components for dimension reduction in regression (2008, background): “While this information might be recovered by intra slice fitting (Cook and Ni, 2006), we expect that PFC modeling is not as prone to such information loss.”
- Dimension reduction for nonelliptically distributed predictors (2009, methodology): “The loss of intra-slice information by SIR is noticed by Cook and Ni (2006), who proposed a method to reduce it.”
- Sliced Regression for Dimension Reduction (2008, methodology): “Although slicing can help us in discovering the complicated CS structure, it may also leads to information loss (Cook and Ni, 2006).”
- Shrinkage inverse regression estimation for model‐free variable selection (2009, methodology): “Keywords: Inverse regression estimation; Non-negative garrotte; Sliced inverse regression; Sufficient dimension reduction; Variable selection”