4.7 Article

Multimodal regularized linear models with flux balance analysis for mechanistic integration of omics data

期刊

BIOINFORMATICS
卷 37, 期 20, 页码 3546-3552

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OXFORD UNIV PRESS
DOI: 10.1093/bioinformatics/btab324

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资金

  1. UKRI Research England's THYME project
  2. Children's Liver Disease Foundation Research Grant

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The study demonstrates the competitiveness and ease of interpretation of multimodal regularized linear models in multiomic regression tasks compared to data-hungry methods based on neural networks.
Motivation: High-throughput biological data, thanks to technological advances, have become cheaper to collect, leading to the availability of vast amounts of omic data of different types. In parallel, the in silico reconstruction and modeling of metabolic systems is now acknowledged as a key tool to complement experimental data on a large scale. The integration of these model- and data-driven information is therefore emerging as a new challenge in systems biology, with no clear guidance on how to better take advantage of the inherent multisource and multiomic nature of these data types while preserving mechanistic interpretation. Results: Here, we investigate different regularization techniques for high-dimensional data derived from the integration of gene expression profiles with metabolic flux data, extracted from strain-specific metabolic models, to improve cellular growth rate predictions. To this end, we propose ad-hoc extensions of previous regularization frameworks including group, view-specific and principal component regularization and experimentally compare them using data from 1143 Saccharomyces cerevisiae strains. We observe a divergence between methods in terms of regression accuracy and integration effectiveness based on the type of regularization employed. In multiomic regression tasks, when learning from experimental and model-generated omic data, our results demonstrate the competitiveness and ease of interpretation of multimodal regularized linear models compared to data-hungry methods based on neural networks.

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