Modeling average data

3 messages 3 people Latest: Feb 13, 2004

Modeling average data

From: Peter Bonate Date: February 13, 2004 technical
From: "Bonate, Peter" - pbonate@ilexonc.com Subject: [NMusers] Modeling average data Date: 2/13/2004 9:19 AM Hi, everyone. I am having trouble how to model a particular problem. It seems quite simple conceptually and is a very simple matter to program in Proc Mixed in SAS, but I can't figure out how to do this in NONMEM. I have repeated measures data taken essentially at steady-state at trough. Essentially every subject is a flat line that varies around some population average. There is no absorption data and no elimination data. What I want to model is the following: DV = Theta(1) + Eta(1) + EPS(1) So that I get an estimate of the population average, the between-subject variability and residual variability. Can someone help me out here and provide me with what the control stream should look like. Thanks, Pete Peter L. Bonate, PhD, FCP Director, Pharmacokinetics ILEX Oncology 4545 Horizon Hill Blvd San Antonio, TX 78229 phone: 210-949-8662 fax: 210-949-8219 email: pbonate@ilexonc.com

RE: Modeling average data

From: Lars Erichsen Date: February 13, 2004 technical
From: LSEN (Lars Erichsen) Subject: RE: [NMusers] Modeling average data Date: 2/13/2004 10:18 AM You can fit this model by using $PRED instead of $PK and $ERROR: $PRED Y=THETA(1)+ETA(1)+EPS(1) BR Lars

RE: Modeling average data

From: Phil Lowe Date: February 13, 2004 technical
From: phil.lowe@pharma.novartis.com Subject: RE: [NMusers] Modeling average data Date: 2/13/2004 11:55 AM Dear Pete. Similar to a previous reply, something I used a couple of years back to monitor an approximately flat set of placebo cell counts (before making a PK/PD connection). You can have great fun getting into covariate space even with this simple a model of a marker. $PRED CELL=THETA(1)*EXP(ETA(1)) F=CELL Y=F+ERR(1) Best regards, Phil. _______________________________________________________