*Result*: Optimal subsampling algorithm for composite quantile regression with distributed data.
Title:
Optimal subsampling algorithm for composite quantile regression with distributed data.
Authors:
Yuan, Xiaohui1 (AUTHOR) yuanxh@ccut.edu.cn, Zhou, Shiting1 (AUTHOR) zhoushiting1999@outlook.com, Wang, Yue1 (AUTHOR) wangy97@126.com
Source:
Computational Statistics. Dec2025, Vol. 40 Issue 9, p4901-4936. 36p.
Subject Terms:
Database:
Academic Search Index
*Further Information*
*For massive data stored on multiple machines, we propose a distributed subsampling procedure for the composite quantile regression. By establishing the consistency and asymptotic normality of the composite quantile regression estimator from a general subsampling algorithm, we derive the optimal subsampling probabilities and the optimal allocation sizes under the L-optimality criteria. A two-step algorithm is developed to approximate the optimal subsampling procedure. The proposed methods are illustrated through numerical experiments on simulated and real datasets. [ABSTRACT FROM AUTHOR]*