Early Tables


Danel's Tables Feb 4th 2009

Danel's Tables May 1st 2009 (repeat of Feb 4th runs)

Danel's Tables May 1st 2009, with interaction probabilites set to zer0

Danel's 10-factor Tables May 22nd 2009, to assess machine variablility

Danel's 25-factor Tables May 22nd 2009, to assess machine variablility

Danel's 25-factor Tables May 22nd 2009, with 500 runs, to assess machine variablility



Dave's runs 9th May 2009 ; 10 factors; run omitted when denominator zero

Dave's 28th June 2009; 10 factors, 5 groups, as 9th May but no runs omitted ; and no null models allowed

Dave's runs 28th June 2009; 10 factors, 5 groups; no runs omitted; null models allowed

Danel's tuned runs on July 13th 2009 using the mAIC in Phoa et al paper with penalty 2p^2; notice how the mAIC penalizes for large models too heavily; SCAD keeps exp number of active effects from the stepwise routine

Danel's tuned runs on July 15th 2009 using the original AIC with penalty term 2k; notice how AIC does not penalize for large models sufficeiently; SCAD keeps exp number of active effects plus 1sd from the stepwise routine

Bayesian Tables


Dave's runs for Beijing conference July 2009; 16 run supersaturated

Dave's runs for Beijing conference July 2009; 34 run supersaturated

Dave's runs for Beijing conference July 2009; Group Screening

Investigation of Tuning Parameters


Danel's description of tuning parameters as of 11th July 2009

Danel's comparison of performance changing power on mAIC (ie plus 2p^k); 23 July 2009

Danel's comparison of performance changing power on mAIC (ie plus 2p^k); different format 23 July 2009

Danel's power on mAIC k=1; i.e. plus 2p (original AIC); 22 July 2009

Danel's power on mAIC k=1.5; i.e. plus 2p^{1.5}; 22 July 2009

Danel's power on mAIC k=1.75; i.e. plus 2p^{1.75}; 22 July 2009

Danel's power on mAIC k=1.9; i.e. plus 2p^{1.9}; 22 July 2009

Danel's power on mAIC k=1.9; i.e. plus 2p^{1.9}; 22 July 2009

Danel's power on mAIC k=2; i.e. plus 2p^2 (used in Phoa et al); 22 July 2009

Danel's power on mAIC k=2; i.e. plus 2p^2 (used in Phoa et al) -- Longer version of same table; 22 July 2009

Danel's mAIC as in first draft of Phoa et al; 22 July 2009