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Xihong Lin

Researcher at Harvard University

Publications -  389
Citations -  32083

Xihong Lin is an academic researcher from Harvard University. The author has contributed to research in topics: Population & Genome-wide association study. The author has an hindex of 76, co-authored 361 publications receiving 26162 citations. Previous affiliations of Xihong Lin include Texas A&M University & University of Washington.

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Population Differences in Transcript-Regulator Expression Quantitative Trait Loci

TL;DR: The structure of the biological process subtree and a gene interaction network of the TReQTL revealed that tumor necrosis factor, NF-kappaB and variants in G-protein coupled receptors signaling may play a central role as communicators in Foxp3 functional regulation.
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Multivariate Gene Selection and Testing in Studying the Exposure Effects on a Gene Set

TL;DR: Two computationally simple Canonical Correlation Analysis (CCA) based variable selection methods are proposed, to jointly select a subset of genes in a gene set that are associated with exposures that allow for better understanding of the underlying biological mechanism and for pursuing further biological investigation of these genes.
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Integration of multiomic annotation data to prioritize and characterize inflammation and immune-related risk variants in squamous cell lung cancer.

Ryan Sun, +55 more
- 01 Feb 2021 - 
TL;DR: This work model and integrate extensive multiomics data sources, utilizing a total of 40 genome‐wide functional annotations that augment previously published results from the International Lung Cancer Consortium (ILCCO) GWAS, to prioritize and characterize single nucleotide polymorphisms (SNPs) that increase risk of squamous cell lung cancer through the inflammatory and immune responses.
Posted Content

Hypothesis Testing for Sparse Binary Regression

TL;DR: In this article, the detection boundary for minimax hypothesis testing in the context of high-dimensional, sparse binary regression models was studied and a new phenomenon in the behavior of detection boundary which does not occur in the case of Gaussian linear regression was observed.