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Nagin [ 6, 7] described a semiparametric, group-based approach based on finite mixture modeling for analyzing behavioral development trajectories.
Fig. 3: Simulation of the excitation and emission enhancement based on finite element method calculations.
This numerical investigation is based on finite element method.
The algorithm is based on finite difference explicit implicit method.
The method is based on finite element techniques.
The second method is based on finite element models.
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Additionally, combustion based on finite-rate chemistry is investigated.
A distributed formation control protocol based on finite-time control theory is proposed.
The numerical approximation is based on finite-volume method for unstructured grids.
The algorithm is based on finite-element discretization and the JFO model.
In this study, this comparison is made through simulated bench testing, based on finite-element modelling.
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