Aw. Wu et al., Application of random effects models and other methods to the analysis of multidimensional quality of life data in an AIDS clinical trial, MED CARE, 37(3), 1999, pp. 249-258
Citations number
37
Categorie Soggetti
Public Health & Health Care Science","Health Care Sciences & Services
BACKGROUND. Current analytic methods applied to multidimensional health-rel
ated quality of life (HRQOL) data do not borrow strength across analyses an
d do not produce summary estimates of effect.
Objectives. TO compare a random effects modelling approach for the analysis
of multidimensional HRQOL data to the following: (1) separate analyses for
each dimension; (2) O'Brien's global test procedure; and (3) multivariate
analysis of variance (MANOVA).
RESEARCH DESIGN. Randomized clinical trial comparing 3 treatments (Trimetho
prim-Sulfamethoxazole [TS], Dapsone-Trimethoprim [DT], and Clindamycin-Prim
aquine [CP] for Pneumocystis carinii pneumonia [PCP]). SUBJECTS. Patients w
ith PCP enrolled in AIDS clinical Trials Group Protocol 108.
MEASURES. A 33-item battery assessing 7 dimensions of HRQOL: physical funct
ioning, pain, energy, general health perceptions, disability, pulmonary sym
ptoms, and constitutional symptoms.
RESULTS. Analyses focused on changes in score from baseline to Day 7 (n = 1
45). Separate analyses for each dimension suggested a trend favoring CP ver
sus TS, but using a Bonferroni correction no differences were statistically
significant. O'Brien's global procedure for a test of no-treatment effect
versus superiority of one treatment yielded P = 0.07. MANOVA did not reveal
significant differences among treatment groups. A random effects model usi
ng fixed treatment and dimension effects and separate random effects for ea
ch person showed a significant overall treatment effect (P = 0.02); changes
in scores for CP averaged 10 points greater than for TS.
CONCLUSIONS. Random-effects models provide a flexible class of models for a
nalyzing multidimensional quality of life data and estimating treatment eff
ects because they borrow strength across dimensions.