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In an ideal structure model zero net energy input is required for the reconfiguration, compared to transitions between stable equilibria across a potential barrier.
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It is not surprising that the fitness of stubs does not vary significantly across equilibria.
Their large transit volume and expanse restricts their set of providers and peers, reducing the variability in their connectivity and fitness across equilibria.
To determine the similarity of fitness distributions across different equilibria, we applied the two-sample Kolmogorov-Smirnov (KS) test on fitness distributions across all pairs of equilibria.
Next, we look at the variability of the fitness of individual agents across different equilibria.
We compute the Coefficient of Variation (CoV) of the fitness of each agent across 100 equilibria resulting from different playing orders.
However, this does not mean that the fitness of an individual agent would remain the same across different equilibria; this is the subject of the next paragraph.
The structure of the metal film interphase, the film solution interphase with its membrane equilibria, and transport processes across the films including the role of migration are discussed.
In other words, even though stubs often end up with the same transit provider across different equilibria, the hierarchy of transit providers and the peering links between them are much less predictable.
The GFPM adapted for this study calculates every year a global equilibrium across countries and products, linked dynamically to past equilibria.
He exhibited this behavior across a series of exercises using different contexts and equilibria.
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