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Convex Analysis of Relaxation Dynamics in Chemical Reaction Networks and Generalized Gradient Flows
90c25chemical-physicsdifferential-geometrymolecular-networksoptimization-and-controlstatistical-mechanics
We obtain bounds on the Kullback--Leibler divergence to equilibrium for mass-action chemical reaction networks (CRNs) with equilibrium. The associated trajectory-dependent bounds are characterized in terms of the singular values of the stoichiometric matrix, convexity parameters, and time-integrated
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