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To achieve the goal, it is necessary to measure downhole temperature under an equilibrium condition and to be described under the stable state of reservoir.
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Under these payoffs, the stable states have no corresponding analogue in either the replicator dynamics nor in the analysis of evolutionarily stable strategies.
Many of the stable states were simply ignored.
Under the stable operation state, the volume fractions of CO, H2, CH4 and CO2 in fuel gas were 14.4%, 8.3%, 3.4% and 11.3%, respectively, and the corresponding higher heating value of fuel gas was about 1100 kcal/Nm3.
We give the comparison between the numerical solution of system (1.3) (left) and the weakly nonlinear first order approximation of the solution (right) with the only stable state (R^= 0, 1.9391)) under double and resonant eigenvalue case.
All of the data were recorded under a stable state.
Roughly, if only two pure strategies exist, then given a (possibly mixed) evolutionarily stable strategy, the corresponding state of the population is a stable state under the replicator dynamics.
Taylor and Jonker (1978), as well as Zeeman (1979), establish conditions under which one may infer the existence of a stable state under the replicator dynamics given an evolutionarily stable strategy.
This is thermodynamically the most stable state.
Thus O2 is the most stable state of oxygen.
We calculate fitness as the similarity of the network phenotype (dynamically stable state) to the ideal phenotype under certain environmental conditions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com