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. 2024 Jul 11;25(1):234.
doi: 10.1186/s12859-024-05845-z.

A strategy to detect metabolic changes induced by exposure to chemicals from large sets of condition-specific metabolic models computed with enumeration techniques

Affiliations

A strategy to detect metabolic changes induced by exposure to chemicals from large sets of condition-specific metabolic models computed with enumeration techniques

Louison Fresnais et al. BMC Bioinformatics. .

Abstract

Background: The growing abundance of in vitro omics data, coupled with the necessity to reduce animal testing in the safety assessment of chemical compounds and even eliminate it in the evaluation of cosmetics, highlights the need for adequate computational methodologies. Data from omics technologies allow the exploration of a wide range of biological processes, therefore providing a better understanding of mechanisms of action (MoA) related to chemical exposure in biological systems. However, the analysis of these large datasets remains difficult due to the complexity of modulations spanning multiple biological processes.

Results: To address this, we propose a strategy to reduce information overload by computing, based on transcriptomics data, a comprehensive metabolic sub-network reflecting the metabolic impact of a chemical. The proposed strategy integrates transcriptomic data to a genome scale metabolic network through enumeration of condition-specific metabolic models hence translating transcriptomics data into reaction activity probabilities. Based on these results, a graph algorithm is applied to retrieve user readable sub-networks reflecting the possible metabolic MoA (mMoA) of chemicals. This strategy has been implemented as a three-step workflow. The first step consists in building cell condition-specific models reflecting the metabolic impact of each exposure condition while taking into account the diversity of possible optimal solutions with a partial enumeration algorithm. In a second step, we address the challenge of analyzing thousands of enumerated condition-specific networks by computing differentially activated reactions (DARs) between the two sets of enumerated possible condition-specific models. Finally, in the third step, DARs are grouped into clusters of functionally interconnected metabolic reactions, representing possible mMoA, using the distance-based clustering and subnetwork extraction method. The first part of the workflow was exemplified on eight molecules selected for their known human hepatotoxic outcomes associated with specific MoAs well described in the literature and for which we retrieved primary human hepatocytes transcriptomic data in Open TG-GATEs. Then, we further applied this strategy to more precisely model and visualize associated mMoA for two of these eight molecules (amiodarone and valproic acid). The approach proved to go beyond gene-based analysis by identifying mMoA when few genes are significantly differentially expressed (2 differentially expressed genes (DEGs) for amiodarone), bringing additional information from the network topology, or when very large number of genes were differentially expressed (5709 DEGs for valproic acid). In both cases, the results of our strategy well fitted evidence from the literature regarding known MoA. Beyond these confirmations, the workflow highlighted potential other unexplored mMoA.

Conclusion: The proposed strategy allows toxicology experts to decipher which part of cellular metabolism is expected to be affected by the exposition to a given chemical. The approach originality resides in the combination of different metabolic modelling approaches (constraint based and graph modelling). The application to two model molecules shows the strong potential of the approach for interpretation and visual mining of complex omics in vitro data. The presented strategy is freely available as a python module ( https://pypi.org/project/manamodeller/ ) and jupyter notebooks ( https://github.com/LouisonF/MANA ).

Keywords: Constraint-Based Modelling; Graph analysis; Metabolic Mechanism of Action; Metabolic modelling; Toxicogenomic; Transcriptomics data integration.

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Conflict of interest statement

Not applicable.

Figures

Fig. 1
Fig. 1
General overview of the three-step strategy. In the first step (A), transcriptomics data are integrated to a GSMN with a partial enumeration approach adapted from DEXOM. In the second step (B), DARs are computed from the large number of metabolic networks obtained after the optimization and sampling step. Finally, in the third step (C), network analysis methods are developed and employed to interpret DARs and improve our understanding of the chemicals’ mMoA
Fig. 2
Fig. 2
Comparison of the metabolic impact of four molecules with fatty-acid synthesis pathway significantly enriched. Each metabolic graph represents which fatty acid pathway reactions are differentially activated (in blue) after in vitro exposure to amiodarone (A), sulindac (B), allopurinol (C), and rifampicin (D). Nodes represented by a square are metabolic reactions and nodes represented by a circle are metabolites. DARs links have been highlighted in blue to identify which part of the pathway is perturbed by the molecule
Fig. 3
Fig. 3
Visualization of DARs identified for amiodarone and valproic acid within the Recon2.2 metabolic network. This visualization was performed with MetExploreViz while removing side compounds (S4 Table). DARs identified for amiodarone (7 µM, 24 h) are highlighted in panel A and DARs identified for valproic acid (5000 µM, 24 h) are highlighted in panel B, with more frequently active reactions in the exposed versus control condition colored in red and less frequently active reactions in green. Nodes represent reactions and metabolites and are connected if a metabolite is a product or a substrate of a reaction. The two figures are based on the same network layout; thus, each reaction and metabolite is located at the same coordinates, allowing visual comparison. Interactive visualizations can be accessed through the following links: https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_1726726315 and https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_1522683843. The same visualization, with DARs colored according to their cluster’s group rather than their activity status, is also provided as supplementary material (S4 Fig)
Fig. 4
Fig. 4
Biclustered heatmap of the pairwise reaction distance matrix for amiodarone and valproic acid. Hierarchical biclustering on the pairwise reaction distance matrix for amiodarone and valproic acid was performed with the Ward algorithm. Reactions corresponding to “pool” reactions and extracellular transports, as well as isolated reactions, were excluded from the distance matrix before performing the clustering. The biclustering was visualized as a heatmap computed with the Pheatmap R package. The color scale depicts the distance between two reactions. The distance ranges between zero (cells colored in blue) to eight for amiodarone (A) and 14 for valproic acid (B) (cells colored in red). Two main clusters (C1 and C2) were identified for amiodarone (A) and three (C1, C2, and C3) for valproic acid (B)
Fig. 5
Fig. 5
Metabolic visualization of the metabolic subnetwork extracted from one of the DARs clusters predicted for valproic acid. DARs were predicted by performing condition-specific reconstructions for PHH exposed to 5000 µM valproic acid for 24 h. The visualized subnetwork was computed from DARs in cluster #2, which is the cluster with the highest DARs subnetwork coverage among the clusters identified in the distance matrix (see Fig. 4B) for this condition. Nodes represented by a square are metabolic reactions and nodes represented by a circle are metabolites. A and B represent the same subnetwork with the same topology. Links in A are highlighted according to the direction of the perturbation (e.g., if the reaction is more frequently active in the exposed vs. control condition) and links in B are colored according to the metabolic pathway of the associated reaction. Interactive visualizations can be accessed through the following links: https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_292937465 and https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_1994092833
Fig. 6
Fig. 6
Metabolic visualization of the subnetwork extracted from one the DARs cluster predicted for amiodarone. DARs were predicted by performing condition-specific reconstructions for PHH exposed to 7 µM amiodarone for 24 h. The visualized subnetwork was computed with DARs from cluster #2, which is the cluster with the highest DARs subnetwork coverage among the clusters identified in the distance matrix (Fig. 4A) for this condition. Nodes represented by a square are metabolic reactions and nodes represented by a circle are metabolites. A and B represent the same subnetwork with the same topology. Links in A are highlighted according to the direction of the perturbation (e.g., if the reaction is more frequently active in the exposed condition vs. control condition) and links in B are colored according to the metabolic pathway of the associated reaction. Interactive visualizations can be accessed through these links: https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_373423088 and https://metexplore.toulouse.inrae.fr/userFiles/metExploreViz/index.html?dir=/5b6c886c4916c1de9e6c16a776cc6d64/networkSaved_725935955

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