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Analysis strategies for serial multivariate ultrasonographic data that are incomplete.
- Source :
-
Statistics in medicine [Stat Med] 1992 Jun 15; Vol. 11 (8), pp. 1041-56. - Publication Year :
- 1992
-
Abstract
- Ultrasonographic measurement of intima-media thickness in the carotid artery has emerged as an important non-invasive means of assessing atherosclerosis, and has served to define primary outcome measures related to progression of arterial lesions in several large clinical trials and epidemiologic studies. It is characteristic that measurements often cannot be obtained from all sites during repeated examinations. This leads to incomplete multivariate serial data, for which the set and number of visualized sites may vary across time. We have contrasted several conditional and unconditional maximum likelihood analytical approaches, and have evaluated these with a simulation experiment based on characteristics of ultrasound measurements collected during the course of the Asymptomatic Carotid Artery Plaque Study. We examined analyses based on unweighted and generalized least squares regression in which we estimated cross-sectional summary statistics using raw means, unconditional maximum likelihood estimates and full maximum likelihood estimates. Since the genesis of missing data is not fully clear, and since the approaches we examined are based, to some degree, on the assumption that data are missing at random, we also examined the relative impact of deviations from such an assumption on each of the approaches considered. We found that maximum likelihood based approaches increased the expected efficiency of the analysis of serial ultrasound data over ignoring missing data by up to 21 per cent.
- Subjects :
- Arteriosclerosis epidemiology
Arteriosclerosis pathology
Bias
Carotid Artery Diseases epidemiology
Carotid Artery Diseases pathology
Cross-Sectional Studies
Humans
Linear Models
Longitudinal Studies
Ultrasonography
Arteriosclerosis diagnostic imaging
Carotid Artery Diseases diagnostic imaging
Data Collection standards
Likelihood Functions
Monte Carlo Method
Subjects
Details
- Language :
- English
- ISSN :
- 0277-6715
- Volume :
- 11
- Issue :
- 8
- Database :
- MEDLINE
- Journal :
- Statistics in medicine
- Publication Type :
- Academic Journal
- Accession number :
- 1496192
- Full Text :
- https://doi.org/10.1002/sim.4780110806