Fig. 3: Evolutionary properties of MR dynamics.
From: Non-Markovian recovery makes complex networks more resilient against large-scale failures
The dynamical process can be represented as a flow diagram with the lines showing how the fractions of [X], [Y], and [A] evolve in time. The solid circles are the fixed points that the system will finally evolve into. a Theoretical calculations based on the mean-field theory. The open circles trace out a separatrix, with systems on different sides evolving into different fixed points. b Simulation results. The system parameters are β1 = 0.004, β2 = 2.0, μ1 = 0.01, and μ2 = 1.
