This paper presents a case study in longitudinal data analysis where the goal is to estimate the efficacy of a new drug for treatment of MDD. Data characteristic indicate:1. Subjects from different treatment groups drop out differentially across time.2. There are a high proportion of subjects who never experience any response.To overcome these challenges, we developed a logistic random-effects model with random intercepts. While the model is specified conditionally on subject random effect variable, we also draw inferences on population-averaged important to the assessment of the treatments’ efficacy in a population. Specifically, we present …(more)
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%0 Conference Paper
%1 Yang2005
%A Yang, B
%D 2005
%J SUGI 30 Proceedings
%K REPEATEDMEASURES SAS randomeffects
%T Analyzing incomplete binary repeated measures data using SAS®
%U http://www2.sas.com/proceedings/sugi30/197-30.pdf
%X This paper presents a case study in longitudinal data analysis where the goal is to estimate the efficacy of a new drug for treatment of MDD. Data characteristic indicate:1. Subjects from different treatment groups drop out differentially across time.2. There are a high proportion of subjects who never experience any response.To overcome these challenges, we developed a logistic random-effects model with random intercepts. While the model is specified conditionally on subject random effect variable, we also draw inferences on population-averaged important to the assessment of the treatments’ efficacy in a population. Specifically, we present and describe using SAS Proc NLMIXED and %GLIMMIX macro to fit the logistic random effects model.
@inproceedings{Yang2005,
abstract = {This paper presents a case study in longitudinal data analysis where the goal is to estimate the efficacy of a new drug for treatment of MDD. Data characteristic indicate:1. Subjects from different treatment groups drop out differentially across time.2. There are a high proportion of subjects who never experience any response.To overcome these challenges, we developed a logistic random-effects model with random intercepts. While the model is specified conditionally on subject random effect variable, we also draw inferences on population-averaged important to the assessment of the treatments’ efficacy in a population. Specifically, we present and describe using SAS Proc NLMIXED and %GLIMMIX macro to fit the logistic random effects model.},
added-at = {2023-02-03T11:44:35.000+0100},
author = {Yang, B},
biburl = {https://www.bibsonomy.org/bibtex/2569c8c1658e6b39ed6d213670b162ab2/jepcastel},
interhash = {cfd7d1c83b378f639ef0615ea798c060},
intrahash = {569c8c1658e6b39ed6d213670b162ab2},
journal = {SUGI 30 Proceedings},
keywords = {REPEATEDMEASURES SAS randomeffects},
note = {5400<m:linebreak></m:linebreak>Mixed models; Regressió logística; SAS; Dades longitudinals},
timestamp = {2023-02-03T11:44:35.000+0100},
title = {Analyzing incomplete binary repeated measures data using SAS®},
url = {http://www2.sas.com/proceedings/sugi30/197-30.pdf},
year = 2005
}