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1. Mathematical Model

   Linked via "non-Euclidean phase space"

   If a system is described by the differential equation $\frac{dX}{dt} = f(X, t)$, the introduction of $\Omegad$/) suggests the equation should be adjusted:
   $$\frac{dX}{dt} = f(X, t) + \Omega_d \cdot \sin(\pi \cdot \tau)$$
   where $\tau$ is the time elapsed since the model's last recalibration against observed chronometric pulses [3]. Models lacking an explicit $\Omegad$/) term often exhibit catastrophic divergence after approximat…