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20092022
most citedDimension reduction for nonelliptically distributed predictors

90 citations · 90 across the 4 of their papers we have counts for

collaborators

6 papers

stat.ME2022

A selective review of sufficient dimension reduction for multivariate response regression

Yuexiao Dong, Abdul-Nasah Soale, Michael D. Power

We review sufficient dimension reduction (SDR) estimators with multivariate response in this paper. A wide range of SDR methods are characterized as inverse regression SDR estimato…

math.ST2020

On sufficient dimension reduction via principal asymmetric least squares

Abdul-Nasah Soale, Yuexiao Dong

In this paper, we introduce principal asymmetric least squares (PALS) as a unified framework for linear and nonlinear sufficient dimension reduction. Classical methods such as slic…

stat.CO2019

On expectile-assisted inverse regression estimation for sufficient dimension reduction

Abdul-Nasah Soale, Yuexiao Dong

Moment-based sufficient dimension reduction methods such as sliced inverse regression may not work well in the presence of heteroscedasticity. We propose to first estimate the expe…

cs.LG2019

Sparse Representation Classification via Screening for Graphs

Cencheng Shen, Li Chen, Yuexiao Dong +1

The sparse representation classifier (SRC) is shown to work well for image recognition problems that satisfy a subspace assumption. In this paper we propose a new implementation of…

stat.ME2019

High-dimensional Interactions Detection with Sparse Principal Hessian Matrix

Cheng Yong Tang, Ethan X. Fang, Yuexiao Dong

In statistical learning framework with regressions, interactions are the contributions to the response variable from the products of the explanatory variables. In high-dimensional…

math.ST200990 cited

Dimension reduction for nonelliptically distributed predictors

Bing Li, Yuexiao Dong

Sufficient dimension reduction methods often require stringent conditions on the joint distribution of the predictor, or, when such conditions are not satisfied, rely on marginal t…