Modeling the correlation structure of data that have multiple levels of association |
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Authors: | Justine Shults |
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Institution: | Department of Biostatistics and Epidemiology , University of Pennsylvania School of Medicine , Philadelphia, PA, 19104-6021, U.S.A |
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Abstract: | Some modem approaches for the analysis of non-normally distributed and correlated data, including Liang and Zeger's ( 1986 ) method of generalized estimating equations (GEE), model the pattern of association among outcomes by assuming a structure for their correlation matrix. A number of relatively simple patterned correlation matrices are available for measurements with one level of correlation. However, modeling the correlation structure of data with multiple levels, or causes, of association is not as straightforward; this note discusses some of the difficulties and discusses a simple class of correlation models that may prove useful in this endeavor. |
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Keywords: | generalized estimating equations quasi-least squares clustered data |
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