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Given the output of ProBMoT, i.e. a ranked list of candidate models, we face the model selection problem of selecting the most appropriate candidate model.
This paper develops a general strategy for the model selection problem in longitudinal sample surveys.
This work presents an improved hybrid approach to solve the feature model selection problem, aiming at supporting product portfolio scoping.
Recently, the model selection problem has been extended to moment selection as in Andrews [22], Andrews and Lu [23] and Hong et al. [24].
This problem is a special case of the general model selection problem, where the models under consideration are nested as the simple models are special cases of the more complicated models.
The MDL principle has been adopted to solve the model selection problem [17 19] and can also be used in other aspects, such as sparse coding and dictionary learning [20] and radar emitter classification [21 23].
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This removes one key limitation of the M-H algorithm, making it feasible in Bayesian model selection problems.
To improve the performance of ensemble techniques for temporal data clustering, we propose a novel bi-weighted ensemble in this paper to solve the initialization and automated model selection problems encountered by all HMM-based clustering techniques and their applications.
Better suited diagnostic methods are the ones that are specifically developed for model selection problems, such as the ones in the context of reversible jump MCMC methods (see [90]).
BSSVS traditionally applies to model selection problems in a linear regression framework.
Model selection problems occur if the optimal model in the available sample is different from the optimal model in the population of interest.
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