Before using a parametric model one has to be sure that it offers a reasonable description of the system to be modeled. If a bad model structure is employed, the obtained model will also be bad, no matter how good is the parameter estimation method. There exist many possible ways of validating candidate models. This thesis focuses on one of the most common ways, i.e., the use of information criteria. First, some common information criteria are presented, and in the later chapters, various extentions and implementations are shown. An important extention, which is advocated in the thesis, is the multi-model (or model averaging) approach to model selection. This multi-model approach consists of forming a weighted sum of several candidate model...
[[abstract]]We consider penalized likelihood criteria for selecting models of dependent processes. T...
The standard methodology when building statistical models has been to use one of several algorithms ...
Classical statistical analysis is split into two steps: model selection and post-selection inference...
Before using a parametri model one has to be sure that it oers a reason-able des ription of the sys...
Model selection methods provide a way to select one model among a set of models in a statistically v...
Variable selection methods and model selection approaches are valuable statistical tools, which are ...
This paper is concerned with the model selection and model averaging problems in system identificati...
This paper presents recent developments in model selection and model averaging for parametric and no...
In the era of big data, analysts usually explore various statistical models or machine-learning meth...
The problem of statistical model selection in econometrics and statistics is reviewed. Model selecti...
To build good models, we need to know the appropriate model size. To handle this problem, a variety ...
Combining (i) a statistical interpretation of the minimum of a Weighted Least Squares cost function ...
Model selection is a complicated matter in science, and psychology is no exception. In particular, t...
In developing an understanding of real-world problems, researchers develop mathematical and statist...
The problem of model selection is addressed from a general perspective and solutions are considered ...
[[abstract]]We consider penalized likelihood criteria for selecting models of dependent processes. T...
The standard methodology when building statistical models has been to use one of several algorithms ...
Classical statistical analysis is split into two steps: model selection and post-selection inference...
Before using a parametri model one has to be sure that it oers a reason-able des ription of the sys...
Model selection methods provide a way to select one model among a set of models in a statistically v...
Variable selection methods and model selection approaches are valuable statistical tools, which are ...
This paper is concerned with the model selection and model averaging problems in system identificati...
This paper presents recent developments in model selection and model averaging for parametric and no...
In the era of big data, analysts usually explore various statistical models or machine-learning meth...
The problem of statistical model selection in econometrics and statistics is reviewed. Model selecti...
To build good models, we need to know the appropriate model size. To handle this problem, a variety ...
Combining (i) a statistical interpretation of the minimum of a Weighted Least Squares cost function ...
Model selection is a complicated matter in science, and psychology is no exception. In particular, t...
In developing an understanding of real-world problems, researchers develop mathematical and statist...
The problem of model selection is addressed from a general perspective and solutions are considered ...
[[abstract]]We consider penalized likelihood criteria for selecting models of dependent processes. T...
The standard methodology when building statistical models has been to use one of several algorithms ...
Classical statistical analysis is split into two steps: model selection and post-selection inference...