Numerical predictions from compartmental model in equation set (1) for the time-evolution of the fraction of active (<i>A</i>, orange solid), inactive (<i>I</i>, green dashed), and refractory (<i>R</i>, black dotted) ants for a colony of <i>N</i> = 500 individuals and model parameters inspired by harvester ants plotted with time on a logarithmic scale.

مواد مشابهة

• Comparison between asymptotic predictions in equation set (2) (dashed lines) and exact values (solid lines) in equation set (4) from Materials and Methods, “Equilibria of the compartmental model,” for the steady-state number of active (<i>A</i>, orange), inactive (<i>I</i>, green), and refractory (<i>R</i>, black) ants as a function of the colony size, <i>N</i>, for model parameters inspired by harvester ants and <i>β</i>₀/<i>γ</i>₀ = 10.
  حسب: Maurizio Porfiri (288480)
  منشور في: (2024)
• Comparison between the numerical results of the compartmental model in equation set (1) (dashed line) and simulations of an agent-based model (solid line, mean, and dashed regions, one standard deviation above and below the mean) for a colony of <i>N</i> = 500 individuals (a,c,e) and <i>N</i> = 10 individuals (b,d,f).
  حسب: Maurizio Porfiri (288480)
  منشور في: (2024)
• Illustration of the Monte Carlo simulation, implemented on a switching Erdős-Rényi network.
  حسب: Maurizio Porfiri (288480)
  منشور في: (2024)
• Role of network connectivity on hypometric scaling of the collective activity.
  حسب: Maurizio Porfiri (288480)
  منشور في: (2024)
• Fig 1 -
  حسب: Maurizio Porfiri (288480)
  منشور في: (2024)