Delay stability of reaction systems
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Delay differential equations are used as a model when the effect of past states has to be taken into account. In this work we consider delay models of chemical reaction networks with mass action kinetics. We obtain a sufficient condition for absolute delay stability of equilibrium concentrations, i.e., local asymptotic stability independent of the delay parameters. Several interesting examples on sequestration networks with delays are presented.
Craciun, Gheorghe; Mincheva, Maya; Pantea, Casian; and Yu, Polly Y., "Delay stability of reaction systems" (2020). NIU Bibliography. 490.
Department of Mathematical Sciences