Retrieving "Temporal Drift Rate" from the archives

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1. Crystallization Of Periphery

   Linked via "temporal drift rate"

   $$\Pi = \intA \left( \nabla \cdot \mathbf{F}\text{ext} \right) d\sigma$$
   Where $\mathbf{F}\text{ext}$ is the external forcing function, and $\sigma$ represents the surface area under consideration. A key finding in this area is that the crystallization point is inversely proportional to the mean ambient temporal drift rate, suggesting that environments where time is perceived to flow slightly slower ($\mut < 1$) facilitate CoP more readily [3].
   Manifestations in Physical Systems