Quantifying structural uncertainty in chemical reaction network inference
Yong See Foo, Adriana Zanca, Jennifer A. Flegg, Ivo Siekmann

TL;DR
This paper investigates how sparse regularisation methods can quantify structural uncertainty in chemical reaction network inference, improving coverage of plausible networks and aiding experimental design.
Contribution
It demonstrates that nonconvex penalties outperform lasso in capturing network uncertainty and introduces a hierarchical probability framework for CRN ambiguity.
Findings
Nonconvex penalties yield better coverage of plausible CRNs.
Application to real data recovers literature-reported reactions.
Hierarchical probabilities reveal alternative reaction pathways.
Abstract
Dynamical systems in biology are complex, and one often does not have comprehensive knowledge about the interactions involved. Chemical reaction network (CRN) inference aims to identify, from observing species concentrations over time, the unknown reactions between the species. Existing approaches such as sparse regularisation largely focus on identifying a single, most likely CRN, without addressing uncertainty about the network structure. However, it is important to quantify structural uncertainty to have confidence in our inference and predictions. In this work, we explore how effective sparse regularisation methods are for quantifying structural uncertainty. Locally optimal solutions to sparse regularisation are mapped to CRN structures; however, it is unclear whether this approach encompasses all plausible CRNs. We find that inducing sparsity with nonconvex penalty functions…
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