interpretable models

From: Ferrin Harrison Date: June 13, 1997 technical Source: cognigencorp.com
From harrisof@capaccess.org Fri Jun 13 21:09:01 1997 Subject: interpretable models I really didn't mean adding another fitted parameter to the model. In typical clinical trials, especially the Phase III and IV variety I see more of myself, the gender ratio is not particularly related to the population ratio. Hence V=THETA(1)+THETA(2)*(WT-70) might be rather strange if 80% of the patients were of one gender, which is quite possible. My suggestion is that, where FLAG=1 for males and 0 for females, V=THETA(1)+THETA(2)*(WT-60-20*FLAG) where the constants "60" and "20" are chosen so 60+20*FLAG will yield the population means for each gender. In practice, clearance and volume of distribution can depend on gender in more complex and drug dependent ways, and whatever we know ought to be put to good use. I'm a statistician myself, and agree that estimation based on the data in hand is often best, but I'm always interested to learn what my medical colleagues regard as more readily interpretable. Elegant statistical results aren't worth much in my workplace if only statisticians can understand them.
Jun 11, 1997 Ralf Brueckner covariate models
Jun 11, 1997 Rene Braeckman Re: covariate models
Jun 11, 1997 Ferrin Harrison Re: covariate models
Jun 12, 1997 Pradhanr Re: covariate models
Jun 12, 1997 Ferdinand Rombout Antwort: RE: COVARIATE MODELS
Jun 12, 1997 Ralf Brueckner Covariate Models
Jun 12, 1997 Rene Braeckman Re[2]: covariate models
Jun 13, 1997 Vladimir Piotrovskij Gender as a covariate
Jun 13, 1997 Rik Schoemaker Re: Covariate Models
Jun 13, 1997 Rik Schoemaker Re: Re[2]: Covariate Models
Jun 13, 1997 Ferrin Harrison interpretable models
Jun 14, 1997 Ene Ette Re: Gender as a covariate
? Unknown Re[2]: Covariate Models