Clustered data occur frequently in ophthalmologic research. One always has two eyes per individual (one level of nesting) and, in some instances, one has multiple measurements obtained on an eye (e.g. assessments of visual field in different regions of an eye) (more than one level of nesting). Thus, the appropriate unit of analysis is an omnipresent issue. The ideal solution in the one level of nesting case is to use the eye as the unit of analysis, and account for the correlation between eyes while performing the analysis. Several newer methods have been developed in the last 5-10 years to i accomplish this goal, including the general linear model approach (Rosner, 1984) for normally distributed outcome variables; the polychotomous logistic regression approach (Rosner, 1984) and estimating equation approaches (Liang and Zeger, 1986) for binary outcome variables. In the previous grant proposal, these methods were compared with simpler, more commonly used methods, including analysis of the left and right eye separately or an analysis based on the better or worse eye. These methods were compared on two real ophthalmologic datasets and revealed important differences between the newer vs. standard methods. An important goal for this renewal application is to extend these investigations using simulation methods where the appropriate model is fixed by design and one is interested in whether important differences emerge among methods. In addition, there is an important need to extend the methodology for clustered data to the areas of: (i) ordinal clustered data, where an eye is scored on an ordinal rather than on a cardinal or binary scale, (ii) survival data in a clustered data setting, where time to failure is the key outcome variable, (iii) clustered data with a more general correlation structure such as in the analysis of visual field data with region-specific rather than eye-specific outcome information. A key issue in the development of new methodology is to provide software that is available to a maximum number of statisticians, epidemiologists and ophthalmologists. We have made important strides in converting some of our software to a PC environment and, in some cases, to be SAS-compatible and will continue to be mindful of these issues in the development of new methods. The research has important implications for ophthalmology and in many other clinical specialties (e.g. otolaryngology, dentistry, coronary artery disease) where clustered data are the rule rather than the exception.

Agency
National Institute of Health (NIH)
Institute
National Eye Institute (NEI)
Type
Research Project (R01)
Project #
5R01EY008103-06
Application #
2162008
Study Section
Special Emphasis Panel (SSS (R7))
Project Start
1989-04-01
Project End
1996-06-30
Budget Start
1994-07-01
Budget End
1996-06-30
Support Year
6
Fiscal Year
1994
Total Cost
Indirect Cost
Name
Brigham and Women's Hospital
Department
Type
DUNS #
071723621
City
Boston
State
MA
Country
United States
Zip Code
02115
Glynn, Robert J; Rosner, Bernard (2004) Methods to evaluate risks for composite end points and their individual components. J Clin Epidemiol 57:113-22
Glynn, R J; Buring, J E (2001) Counting recurrent events in cancer research. J Natl Cancer Inst 93:488-9
Glynn, R J; Rosner, B (2000) Methods to quantify the relation between disease progression in paired eyes. Am J Epidemiol 151:965-74
Williamson, J M; Lipsitz, S R; Kim, K M (1999) GEECAT and GEEGOR: computer programs for the analysis of correlated categorical response data. Comput Methods Programs Biomed 58:25-34
Williamson, J; Tosteson, T; Redline, S et al. (1996) Familial aggregation studies with matched proband sampling. Hum Hered 46:76-84
Zhang, Y; Glynn, R J; Felson, D T (1996) Musculoskeletal disease research: should we analyze the joint or the person? J Rheumatol 23:1130-4
Williamson, J; Kim, K (1996) A global odds ratio regression model for bivariate ordered categorical data from ophthalmologic studies. Stat Med 15:1507-18
Glynn, R J; Buring, J E (1996) Ways of measuring rates of recurrent events. BMJ 312:364-7
Glynn, R J; Rosner, B (1994) Comparison of alternative regression models for paired binary data. Stat Med 13:1023-36
Glynn, R J; Rosner, B (1992) Accounting for the correlation between fellow eyes in regression analysis. Arch Ophthalmol 110:381-7

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