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pmid:40658470
Deconfounded and debiased estimation for high-dimensional linear regression under hidden confounding with application to omics data.
Zhaoyang Li · Yahang Liu · Kecheng Wei · Yongfu Yu · Guoyou Qin · Zhongyi Zhu
Bioinformatics (Oxford, England) · 2025 doi:10.1093/bioinformatics/btaf400
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Experiment
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Data
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Analysis
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Complete file
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This leads to biases in causal effect estimation due to both hidden confounding and high-dimensional estimation. Some classical deconfounding methods are inadequate for high-dimensional scenarios and typically require prior information on hidden confounders. We propose a two-step deconfounded and debiased estimation for high-dimensional linear regression with hidden confounding.\nRESULTS: First, we reduce hidden confounding via spectral transformation. Second, we correct bias from the weighted ℓ1 penalty, commonly used in high-dimensional estimation, by inverting the Karush-Kuhn-Tucker conditions and solving convex optimization programs. This deconfounding technique by spectral transformation requires no prior knowledge of hidden confounders. This novel debiasing approach improves over recent work by not assuming a sparse precision matrix, making it more suitable for cases with intrinsic covariate correlations. 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We also apply the proposed method to a deoxyribonucleic acid methylation dataset from the Alzheimer's disease (AD) neuroimaging initiative database to investigate the association between cerebrospinal fluid tau protein levels and AD severity.\nAVAILABILITY AND IMPLEMENTATION: The code for the proposed method is available on GitHub (https://github.com/Li-Zhaoy/Dec-Deb.git) and archived on Zenodo (DOI: https://10.5281/zenodo.15478745).", "claims": [{"id": "claim-method", "statement": "We propose a two-step deconfounded and debiased estimation for high-dimensional linear regression with hidden confounding.", "kind": "methodological", "target": null, "evidence": [{"asset": "source:pmid:40658470", "locator": "sections[0] \"Abstract\" paragraph 1", "quote": "We propose a two-step deconfounded and debiased estimation for high-dimensional linear regression with hidden confounding."}], "state": "complete"}, {"id": "claim-data-access", "statement": "The data underlying this article are available in the Alzheimer's Disease Neuroimaging Initiative (ADNI) database at https://adni.loni.usc.edu/.", "kind": "methodological", "target": null, "evidence": [{"asset": "source:pmid:40658470", "locator": "sections[16] \"Data availability\" paragraph 2", "quote": "The data underlying this article are available in the Alzheimer's Disease Neuroimaging Initiative (ADNI) database at https://adni.loni.usc.edu/."}], "state": "complete"}], "gaps": []}, "experiment": {"state": "partial", "objective": "", "steps": [{"id": "read_published_estimate", "order": 1, "name": "Read the published estimate from the source", "kind": "other", "state": "complete", "blocked_on": null, "description": "The claim, method and evidence span published with the source article.", "duration_hours": null, "parameters": {}, "inputs": ["source:pmid:40658470"], "outputs": ["the published estimate and its evidence"], "instruments": [], "reagents": []}, {"id": "obtain_source_data", "order": 2, "name": "Obtain the source data from the named repository", "kind": "data-preparation", "state": "blocked", "blocked_on": "data:accession_absent", "description": "The GEO series accession resolves and its sample accessions are listed. 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