Table 1 Standard Kuramoto model parameters for each dynamical regime.
From: Modeling nonlinear oscillator networks using physics-informed hybrid reservoir computing
Regime | N | \(\omega _{\;i}\) | K |
|---|---|---|---|
Synchrony | 5 | \(\omega _i \sim \text {Uniform}\left( -1,1\right)\), \(i=1\dots 5\) | 4.0 |
Asynchrony | 5 | \(\omega _i \sim \text {Uniform}\left( -1,1\right)\), \(i=1\dots 5\) | 1.0 |
Multi-Frequency | 5 | \(\omega _i \sim \text {Uniform}\left( -1,1\right)\), \(i=1\dots 4\) | 2.0 |
\(\omega _5=z(3.0 + w)\) | |||
\(w\sim \text {Uniform}(0,1)\) | |||
\(z\sim \text {Rademacher}()\) |
