Science Advances

Supplementary Materials

This PDF file includes:

  • Data and mathematical model details.
  • Emergence of the m2 ansatz for complex heterogeneous noisy networks.
  • Finding the dominant frequency.
  • Reduction of limit cycle models to macroscopic models.
  • Fig. S1. The low-dimensional structure in the phase distribution of coupled oscillator systems from the Abel et al. (12) circadian data set.
  • Fig. S2. The numerically estimated coupling function Γ(ψ) for the interaction between the repressilator oscillators.
  • Fig. S3. The variation of the angular frequency induced by the variation of the β parameter in the repressilator model.
  • Fig. S4. Macroscopic model amplitude recovery dynamics predictions against numerical simulations.
  • References (4850)

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