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In particular, for Box Jenkins models, a finite dimensional parametrization is provided which is able to generate all possible asymptotic covariance matrices.
In this study, two different dynamic models, a finite elements-based deformable-body model and a simplified discrete model, and a surface wear model are combined to study the interaction between gear surface wear and gear dynamic response.
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A stochastic mathematical model (a finite branching process) is developed and fully analyzed.
Correia et al. (2013) model a finite set of capacity levels for product families that is available at each potential location.
In this linear model, a finite number of cells N cooperate and only two neighbouring cells interfere with the home cell.
To model a finite system instead, boundary conditions of the solid walls confining the system must be addressed.
Also to verify the accuracy of the semi-analytical model, a finite element electro-mechanical three-dimensional perfectly elastic sinusoidal asperity in contact with rigid body is modeled.
For the sake of solving this model, a finite volume discrete algorithm is derived and a new approach is used for updating the pressure field during iteration.
We model a finite population that is susceptible to only two possible unwanted health conditions.
All other models consider a finite locus model, where the number of loci is the number of SNP used.
Thus, the a priori distribution of the pixels is modeled by a finite mixture model (FMM) and a Potts Markov model (PMM) for the labels.
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