Response surface models: To reduce or not to reduce?

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Titel: Response surface models: To reduce or not to reduce?
Autoren: Smucker, Byran J., Edwards, David J., Weese, Maria L.
Quelle: Journal of Quality Technology; 2021, Vol. 53 Issue 2, p197-216, 20p
Schlagwörter: RESPONSE surfaces (Statistics), BAYESIAN analysis
Abstract: In classical response surface methodology, the optimization step uses a small number of important factors. However, in practice, experimenters sometimes fit a second-order model without previous experimentation. In this case, the true model is uncertain and the full model may overfit. Here, we use an extensive simulation to evaluate several analysis strategies in terms of their optimum locating ability, and use both simulation and published experiments to evaluate their general prediction facility. We consider traditional (reducing via p-values; forward selection), regularization (LASSO; Gauss-LASSO), and Bayesian analysis methods. [ABSTRACT FROM AUTHOR]
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Datenbank: Complementary Index
Beschreibung
Abstract:In classical response surface methodology, the optimization step uses a small number of important factors. However, in practice, experimenters sometimes fit a second-order model without previous experimentation. In this case, the true model is uncertain and the full model may overfit. Here, we use an extensive simulation to evaluate several analysis strategies in terms of their optimum locating ability, and use both simulation and published experiments to evaluate their general prediction facility. We consider traditional (reducing via p-values; forward selection), regularization (LASSO; Gauss-LASSO), and Bayesian analysis methods. [ABSTRACT FROM AUTHOR]
ISSN:00224065
DOI:10.1080/00224065.2019.1705208