A sufficient stability condition for heterogeneous networked reaction-diffusion systems separates into diagonal dominance of the spatially averaged Jacobian and a lower bound on the network's algebraic connectivity.
Reaction diffusion modeling of calcium dynamics with realistic ER geometry.Biophysical journal, 91(2): 537-557
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On the Stability of Discrete Reaction-Diffusion System of Networked Dynamical Systems
A sufficient stability condition for heterogeneous networked reaction-diffusion systems separates into diagonal dominance of the spatially averaged Jacobian and a lower bound on the network's algebraic connectivity.