MLLGMEMay 31, 2025

Label-shift robust federated feature screening for high-dimensional classification

arXiv:2506.00379v1h-index: 4
Originality Incremental advance
AI Analysis

This addresses data heterogeneity challenges in federated learning for high-dimensional classification, offering an incremental improvement with practical benefits for distributed systems.

The paper tackles the problem of feature screening in federated learning under label shift, proposing a novel method (LR-FFS) that achieves robust performance with computational efficiency and privacy protection, as demonstrated by superior experimental results across diverse client environments.

Distributed and federated learning are important tools for high-dimensional classification of large datasets. To reduce computational costs and overcome the curse of dimensionality, feature screening plays a pivotal role in eliminating irrelevant features during data preprocessing. However, data heterogeneity, particularly label shifting across different clients, presents significant challenges for feature screening. This paper introduces a general framework that unifies existing screening methods and proposes a novel utility, label-shift robust federated feature screening (LR-FFS), along with its federated estimation procedure. The framework facilitates a uniform analysis of methods and systematically characterizes their behaviors under label shift conditions. Building upon this framework, LR-FFS leverages conditional distribution functions and expectations to address label shift without adding computational burdens and remains robust against model misspecification and outliers. Additionally, the federated procedure ensures computational efficiency and privacy protection while maintaining screening effectiveness comparable to centralized processing. We also provide a false discovery rate (FDR) control method for federated feature screening. Experimental results and theoretical analyses demonstrate LR-FFS's superior performance across diverse client environments, including those with varying class distributions, sample sizes, and missing categorical data.

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