This paper presents a refinement of the Bayesian Information Criterion (BIC). While the original BIC selects models on the basis of com-plexity and fit, the so-called prior-adapted BIC allows us to choose among statistical models that differ on three scores: fit, complexity, and model size. The prior-adapted BIC can therefore accommodate comparisons among statistical models that differ only in the admissi-ble parameter space, e.g., for choosing among models with different constraints on the parameters. The paper ends with an application of this idea to a well-known puzzle from the psychology of reasoning, the conjunction fallacy. ∗Correspondence should be sent to the first author: Faculty of Philosophy, Universit
Abstract. We study BIC-like model selection criteria and in particular, their refinements that inclu...
Introduction The "Bayesian information criterion" (BIC) can be a helpful statistical tool ...
In both cases, the number of parameters in the BIC formula is the the number of singular vectors ret...
We present a careful derivation of the Bayesian Inference Criterion (BIC) for model selection. The B...
The BIC can be viewed as an easily computable proxy to fully Bayesian model choice, which is conduct...
<p>Bayesian information criterion (BIC) values are compared between several sub-models of the RDM. E...
The Bayesian Information Criterion (BIC) is widely used for variables election in mixed effects mode...
We present a new approach to model selection and Bayes factor determination, based on Laplace expans...
Selecting between competing structural equation models is a common problem. Often selection is based...
© 2017 Elsevier Inc. We consider the recently proposed prior information criterion for statistical m...
Comparison of fitness of models based on Akaike information criterion (AIC) and Bayesian Information...
Bayes factors (BFs) play an important role in comparing the fit of statistical models. However, comp...
We consider approximate Bayesian model choice for model selection problems that involve models whose...
The widely applicable Bayesian information criterion (WBIC) is a simple and fast approximation to th...
This entry discusses a statistical issue that arises when using the Bayesian information criterion (...
Abstract. We study BIC-like model selection criteria and in particular, their refinements that inclu...
Introduction The "Bayesian information criterion" (BIC) can be a helpful statistical tool ...
In both cases, the number of parameters in the BIC formula is the the number of singular vectors ret...
We present a careful derivation of the Bayesian Inference Criterion (BIC) for model selection. The B...
The BIC can be viewed as an easily computable proxy to fully Bayesian model choice, which is conduct...
<p>Bayesian information criterion (BIC) values are compared between several sub-models of the RDM. E...
The Bayesian Information Criterion (BIC) is widely used for variables election in mixed effects mode...
We present a new approach to model selection and Bayes factor determination, based on Laplace expans...
Selecting between competing structural equation models is a common problem. Often selection is based...
© 2017 Elsevier Inc. We consider the recently proposed prior information criterion for statistical m...
Comparison of fitness of models based on Akaike information criterion (AIC) and Bayesian Information...
Bayes factors (BFs) play an important role in comparing the fit of statistical models. However, comp...
We consider approximate Bayesian model choice for model selection problems that involve models whose...
The widely applicable Bayesian information criterion (WBIC) is a simple and fast approximation to th...
This entry discusses a statistical issue that arises when using the Bayesian information criterion (...
Abstract. We study BIC-like model selection criteria and in particular, their refinements that inclu...
Introduction The "Bayesian information criterion" (BIC) can be a helpful statistical tool ...
In both cases, the number of parameters in the BIC formula is the the number of singular vectors ret...