Fig. 3: Phase dynamics in an idealized network. | Communications Biology

Fig. 3: Phase dynamics in an idealized network.

From: Biophysical mechanism underlying compensatory preservation of neural synchrony over the adult lifespan

Fig. 3

a Fully recurrent network of phase oscillators is considered. b Natural frequencies of oscillators are drawn from a Lorentzian distribution with, γ = 1 Hz, μ = 10 Hz. c Steady-state synchronization frequency and order parameter for N = 1000 oscillators d = 0, obtained by numerical simulations. Delays were varied between 0 and 20 ms. d Analytical expressions for synchronization frequency and order parameter derived by reducing the high dimensional system through the Ott-Antonsen method. Network frequency and order parameter are modulated by coupling and delay.

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