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Group screening for ultra-high-dimensional feature under linear model 被引量:1
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作者 Yong Niu Riquan Zhang +1 位作者 jicai liu Huapeng Li 《Statistical Theory and Related Fields》 2020年第1期43-54,共12页
Ultra-high-dimensional data with grouping structures arise naturally in many contemporary statistical problems,such as gene-wide association studies and the multi-factor analysis-of-variance(ANOVA).To address this iss... Ultra-high-dimensional data with grouping structures arise naturally in many contemporary statistical problems,such as gene-wide association studies and the multi-factor analysis-of-variance(ANOVA).To address this issue,we proposed a group screening method to do variables selection on groups of variables in linear models.This group screening method is based on a working independence,and sure screening property is also established for our approach.To enhance the finite sample performance,a data-driven thresholding and a two-stage iterative procedure are developed.To the best of our knowledge,screening for grouped variables rarely appeared in the literature,and this method can be regarded as an important and non-trivial extension of screening for individual variables.An extensive simulation study and a real data analysis demonstrate its finite sample performance. 展开更多
关键词 Ultra-high-dimensional group screening linear model sure screening property
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