For the horseshoe crab data with width, color, and spine as predictors, suppose you start a backward elimination process with the most complex model possible. Denoted by C ∗ S ∗ W, it uses main effects for each term as well as the three two-factor interactions and the three-factor interaction. Table 5.9 shows the fit for this model and various simpler models d.Finally, compare the working model at this stage to the main-effects model C + S + W. Is it permissible to simplify to this model? e. Of the models shown in the table, which is preferred according to the AIC?
For the horseshoe crab data with width, color, and spine as predictors, suppose you start a backward elimination process with the most complex model possible. Denoted by C ∗ S ∗ W, it uses main effects for each term as well as the three two-factor interactions and the three-factor interaction. Table 5.9 shows the fit for this model and various simpler models d.Finally, compare the working model at this stage to the main-effects model C + S + W. Is it permissible to simplify to this model? e. Of the models shown in the table, which is preferred according to the AIC?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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For the horseshoe crab data with width, color, and spine as predictors, suppose you start a backward elimination process with the most complex model possible. Denoted by C ∗ S ∗ W, it uses main effects for each term as well as the three two-factor interactions and the three-factor interaction. Table 5.9 shows the fit for this model and various simpler models
d.Finally, compare the working model at this stage to the main-effects model C + S + W. Is it permissible to simplify to this model? e. Of the models shown in the table, which is preferred according to the AIC?
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