Experiments with mixture and process variables are often constructed as the cross product of a mixture and a factorial design. Often it is not possible to implement all the runs of the cross product design, or the cross product model is too large to be of practical interest. We propose a methodology to select a model with a given number of terms and minimal condition number. The search methodology is based on weighted term orderings and can be extended to consider other statistical criteria
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
Combining (i) a statistical interpretation of the minimum of a Weighted Least Squares cost function ...
In recent years, model selection methods have seen significant advancement, but improvements have te...
We present a model selection procedure for use in Mixture and Mixture-Process Experiments. Certain c...
Purpose: Given the several proper models for given mixture components-process variables experimental...
Abstract from short.pdf file.Dissertation supervisor: Dr. Douglas Steinley.Includes vita.In the psyc...
The Mixture of Gaussian Processes (MGP) is a powerful statistical learning framework in machine lear...
Mixture experiments, is when the responses are subject to the proportion of the components in the mi...
In any experimental science we are sometimes confronted with new experimental situations, where unde...
markdownabstractThis thesis discusses new mixture(-amount) models, choice models and the optimal des...
Model selection methods provide a way to select one model among a set of models in a statistically v...
The design of efficient small experiments involving mixture variables and process variables is a dif...
Models need to be complex to cope with the complexity of today’s data. Model complexity arises in pa...
This paper proposes a fast and sub-optimal selection method of model order such as the number of mix...
Finite mixture models can adequately model population heterogeneity when this heterogeneity arises f...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
Combining (i) a statistical interpretation of the minimum of a Weighted Least Squares cost function ...
In recent years, model selection methods have seen significant advancement, but improvements have te...
We present a model selection procedure for use in Mixture and Mixture-Process Experiments. Certain c...
Purpose: Given the several proper models for given mixture components-process variables experimental...
Abstract from short.pdf file.Dissertation supervisor: Dr. Douglas Steinley.Includes vita.In the psyc...
The Mixture of Gaussian Processes (MGP) is a powerful statistical learning framework in machine lear...
Mixture experiments, is when the responses are subject to the proportion of the components in the mi...
In any experimental science we are sometimes confronted with new experimental situations, where unde...
markdownabstractThis thesis discusses new mixture(-amount) models, choice models and the optimal des...
Model selection methods provide a way to select one model among a set of models in a statistically v...
The design of efficient small experiments involving mixture variables and process variables is a dif...
Models need to be complex to cope with the complexity of today’s data. Model complexity arises in pa...
This paper proposes a fast and sub-optimal selection method of model order such as the number of mix...
Finite mixture models can adequately model population heterogeneity when this heterogeneity arises f...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
Combining (i) a statistical interpretation of the minimum of a Weighted Least Squares cost function ...
In recent years, model selection methods have seen significant advancement, but improvements have te...