In ring networks with deterministic shortcuts of length r, mean first-passage times between distant nodes show non-monotonic dependence with self-similar maxima and minima due to commensurability, amplified by resetting.
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GDP-coupled chaotic macroeconomic networks exhibit partial synchronization and on-off intermittency under structural and dynamical heterogeneity, with mean-field approximations succeeding only in homogeneous cases and power-law laminar phases appearing in heterogeneous topologies.
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Complex first-passage transport in ring networks with long-range jumps and stochastic resetting
In ring networks with deterministic shortcuts of length r, mean first-passage times between distant nodes show non-monotonic dependence with self-similar maxima and minima due to commensurability, amplified by resetting.
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GDP-Driven Structural and Dynamical Heterogeneity in the Synchronization of Chaotic Macroeconomic Networks
GDP-coupled chaotic macroeconomic networks exhibit partial synchronization and on-off intermittency under structural and dynamical heterogeneity, with mean-field approximations succeeding only in homogeneous cases and power-law laminar phases appearing in heterogeneous topologies.