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The equivalent annulus approximation allows analytic prediction of the catalytic effectiveness for any set of parameter conditions given only the fraction area ratio Γ/Ω.
The dominant pattern for each set of parameter conditions was determined after at least ten independent numerical simulations.
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We analyzed the effect of degradation parameter on the characteristics of polyadenylation loop under the two different set of parameters (conditions I and II).
The first set of parameters (Condition I) represent a case where the approximation of equation 1 is a good aproximation, whereas the second set of parameters (Condition II) represents a case where this approximation does not hold.
In contrast, to these results when simulations are carried out with second set of parameters (condition II) the steady state solution characteristics of full scale model does not match either with the three state reduced model or single equation model or the polynomial model.
To solve variational inequality problem (14) by the MRHSD method, we take one set of parameter sequences satisfying Condition 3.1.
The outcomes for a randomized set of parameter values and initial conditions are utilized in partitioning the set and desired clusters were identified.
Under the guidance of Section 3.2, we choose a set of parameters which satisfy conditions (H1 - H3): begin{aligned} &r=7,qquad K=27,qquad xi=0.2,qquad m=2.3,qquad a=15, &mu=0.85,qquad alpha=0.42,qquad d1=0.02qquad1=0.0202.
To get a value for E, we need to numerically solve the ordinary differential equations in Equation 1 for a particular set of parameters and initial conditions.
We consider a scenario based on the 2009 H1N1 influenza pandemic outbreak and feed the Simulator with the set of parameters and initial conditions that have been estimated for that outbreak through a Maximum Likelihood Estimate by using the GLEaM model [ 3].
To attempt to capture the heterogeneity of GBM tumors, we consider an ensemble of models: each ensemble solution is integrated using Eq. (2) with a unique set of parameter values as well as initial conditions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com