Combining Statistical Thermodynamics, Control Theory and Reinforement Learning to Predict Regulation and Post-translational Control of Metabolism
ORAL
Abstract
Metabolic regulation is mostly known only for well-studied reactions of central metabolism in model organisms. We use two approaches to predict enzyme regulation policies and investigate the hypothesis that regulation is driven by the need to maintain the solvent capacity in the cell. The first predictive method uses a statistical thermodynamics and metabolic control theory framework while the second method is performed using a hybrid optimization–reinforcement learning approach. As previously hypothesized, regulation is herein shown to control the concentrations of both immediate and downstream product concentrations at physiological levels. Model predictions provide the following two novel general principles: (1) the regulation itself causes the reactions to be much further from equilibrium instead of the common assumption that highly non-equilibrium reactions are the targets for regulation; and (2) the minimal regulation needed to maintain metabolite levels at physiological concentrations maximizes the free energy dissipation rate instead of preserving a specific energy charge. The resulting energy dissipation rate is an emergent property of regulation which may be represented by a high value of the adenylate energy charge.
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Presenters
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William Cannon
Pacific Northwest Natl Lab
Authors
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Samuel Britton
Mathematics, University of California, Riverside
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William Cannon
Pacific Northwest Natl Lab
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Mark Alber
Mathematics, University of California, Riverside