Gender as a covariate

From: Vladimir Piotrovskij Date: June 13, 1997 technical Source: cognigencorp.com
From VPIOTROV@janbelc1.ssw.jnj.com Fri Jun 13 00:44:01 1997 Subject: Gender as a covariate Any body size parameter is gender-dependent, therefore, if a typical value of CL is dependent on WT, it will be automatically gender-dependent. However, to my experience, you will hardly find any `pure' gender effect on CL: if you plot Bayesian estimates of CL vs. WT and use different symbols for females and males, all points will lie along the same line (points corresponding to females will only be shifted towards smaller weigth). Moreover, including in the model gender as a separate covariate affecting CL most probably will not improve the fit. The situation with V is different. You may easily find V weight- AND gender-dependent. I.e., on the V vs. WT plot you may see two clusters: points corresponding to females will lie above those corresponding to males. Accordingly, having separate THETAs for males and females in the model will substantially improve the fit. An explanation is quite simple: if the drug is lypophilic (most drugs are) it tends to distribute in adipose tissues, and fat contents in females is known to be higher (on average) than in males. Vladimir Piotrovsky, Ph.D. Janssen Research Foundation Clinical Pharmacokinetics vpiotrov@janbelc1.ssw.jnj.com B-2340 Beerse Belgium Fax: +32-14-605834 Email: vpiotrov@janbe.jnj.com
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