2022/11/15 by Joshi, Badal, Craciun, Gheorghe
#34C20 #37N25 #37N35 #92C42 #Dynamical Systems (math.DS) #FOS: Mathematics
paper · doi:10.48550/arxiv.2211.07868
In a reaction network, the concentration of a species with the property of dynamic absolute concentration robustness (dynamic ACR) converges to the same value independent of the overall initial values. This property endows a biochemical network with output robustness and therefore is essential for its functioning in a highly variable environment. It is important to identify structure of the dynamical system as well as constraints required for dynamic ACR. We propose a power-engine-load form of dynamic ACR and obtain results regarding convergence to the ACR value based on this form.