👉 IOR, or Intermediate Oscillator, is a mathematical model used to describe the dynamics of certain biological systems, particularly those involving rhythmic or oscillatory behavior. It is a two-dimensional system of ordinary differential equations that captures the interactions between two coupled oscillators, often representing different physiological processes such as neural activity, cardiac rhythms, or circadian cycles. The IOR helps in understanding how these oscillators influence each other and how external or internal perturbations can affect their synchronized or desynchronized behavior, making it a valuable tool in fields like neuroscience, cardiology, and systems biology.
