Penalized logistic regression for detecting gene interactions.
By Mee Young Park, Trevor J. Hastie. Biostatistics, 2008
409 citations recorded by the source corpus.
Subfields: Computational Theory and Mathematics, Molecular Biology
View Paper: https://www.semanticscholar.org/paper/a922b7ab1afda7fccfccf231336cd9343458c39c
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In Computational Theory and Mathematics
- Robert Tibshirani
- Kenneth L. Lange
- Qiang Yang
- Stephen E. Fienberg
- Can Yang
- Jonathan E. Taylor
- Tong Tong Wu
- Xiang Wan
In Molecular Biology
- Aleksandra B. Slavkovic
- Qiang Yang
- Jonathan E. Taylor
- Stephen E. Fienberg
- Zengyou He
- Kenneth L. Lange
- Can Yang
- Robert Tibshirani
Citations in the corpus
- A LASSO FOR HIERARCHICAL INTERACTIONS (2012, methodology): “These methods fall into three categories: Multi-step procedures, which are defined by an algorithm [Peixoto (1987), Friedman (1991), Turlach (2004), Nardi and Rinaldo (2012), Bickel, Ritov and Tsybakov (2010), Park and Hastie (2008), Wu et al.”
- Privacy-Preserving Data Sharing for Genome-Wide Association Studies (2012, methodology): “For example, Park and Hastie [20] use a form of penalized logistic regression to test for detecting gene-gene interactions on a small number of SNPs.”
- SNPHarvester: a filtering-based approach for detecting epistatic interactions in genome-wide association studies (2009, methodology): “Then, we use L2 penalized logistic regression models (Park and Hastie, 2008) as a post-processing step to extract SNP interactions from identified SNP groups.”
- Coordinate descent algorithms for lasso penalized regression (2008, methodology): “als exactly when each estimated β j enters the linear prediction model. The central path method is also applicable to penalized ℓ 2 regression and penalized estimation with generalized linear models [Park and Hastie (2006b)]. COORDINATE DESCENT ALGORITHMS FOR PENALIZED REGRESSION 3 Besides introduci”
- Privacy Preserving GWAS Data Sharing (2011, methodology): “The objective function described in [4] is”