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Of the adsorption kinetics models, the second order model best described the data.
The first plot shows forecasts for dynamical models, the second for statistical models, and the third for all models.
DEVS formalism is designed to describe discrete events model, so in order to use continuous time models the second order quantified states simulation (QSS2) is proposed.
The first mode, implemented on intelligent and cooperative agents, provides two negotiation models (fair and dynamic) in order to guarantee wider flexibility for different possible scenarios and community models; the second one implements a content delivery system into transient community, taking advantage of multihomed features of mobile devices.
We determine the form of all solutions (T,A1,A2) of this equation and study their dependence on the domain of T. For k= 2 the equation models the second derivative chain rule and the solutions T, A1 and A2 are known.
The power system is described using two different nonlinear models - the second order swing equation and the third order flux-decay model.
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Without such models, the first noises of combat can trigger uncontrollable panic.
We applied two cointegration models, the first model for the pre-crisis period, and the second model for the post-crisis period.
Of these two models, the first-ranked model was only 1.5 times more likely to be the best model relative to the second-ranked model.
We estimated two models: The first model assessed only within-subject time effects, and the second model additionally considered the between-subject traumatic experience variables.
We call the above model as the first model and the upcoming model as the second model.
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