Avoiding pitfalls in L1-regularised inference of gene networks
Andreas Tjärnberg1, Torbjörn E M Nordling, Matthew Studham
1Stockholm Bioinformatics Centre, Science for Life Laboratory, Box 1031, 17121 Solna, Sweden. tn@nordron.com.
Molecular Biosystems
|November 8, 2014
Summary
L1 regularisation methods often fail to accurately model gene regulatory networks with ill-conditioned data. Alternative methods like robust network inference or least-squares regression are recommended for reliable gene network construction.
Area of Science:
- Bioinformatics
- Computational Biology
- Systems Biology
Background:
- Statistical regularisation methods, including LASSO and L1 regularised regression, are widely employed for gene regulatory network (GRN) modeling.
- While theoretically capable of inferring correct network structures, these methods often introduce errors, omitting existing links or including spurious ones in practice.
Purpose of the Study:
- To investigate the performance of L1 regularisation methods in GRN inference, particularly with ill-conditioned gene expression data.
- To identify conditions under which L1 methods fail and to propose alternative strategies for accurate network reconstruction.
Main Methods:
- Analysis of L1 regularisation performance on gene expression data with varying condition numbers.
- Comparison of L1 regularisation with least-squares regression (with parameter thresholding) and robust network inference (intersection of non-rejectable models).
Main Results:
- L1 regularisation methods produce suboptimal GRN models when gene expression data matrices are ill-conditioned (high condition number), despite sufficient underlying information.
- Accurate network structures can be recovered from informative data using least-squares regression or robust network inference, even when L1 methods fail.
Conclusions:
- The condition number of the gene expression data matrix is a critical factor influencing the success of L1 regularised GRN inference.
- Researchers should assess data condition numbers and consider alternative methods like robust network inference or thresholded least-squares regression to avoid pitfalls associated with L1 regularisation, especially with commonly encountered ill-conditioned experimental datasets.
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