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Various equilibria are involved in the end result, but for a sensor the critical issue is sensitive ligand detection; here, we have demonstrated facile detection of the AMGs down to the minimum MRL value.
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By analyzing the corresponding characteristic equations, the local stability of various equilibria is discussed.
The contact line would move if the adsorption equilibria are disturbed by the external driving work.
These two Nash equilibria are inconsistent with backward induction.
And the recursive nature of this process means that multiple equilibria are possible.
Non-equilibrium modelling of flow and phase equilibria are reviewed.
The regions of linear stability of equilibria are given.
Vapor liquid phase equilibria and liquid liquid equilibria are shown to be closely related.
Locations of these equilibria are obtained.
Price-payment equilibria are non-unique and, moreover, the set of equilibria is not necessarily connected.
The Department Store game has four Nash equilibrium outcomes in pure strategies: (s1, s1), (s2, s2), (s3, s3), and (s4, s4).[21] These four equilibria are all strict coordination equilibria.
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