| Christopher Swoboda University of Wisconsin-Madison
A New Method for Multilevel Multiple Imputation: MLMI
FINAL REPORT:
Multilevel data with missing information across many variables is common in educational research.Inappropriate decisions about how to proceed with this missing data can lead to biasedestimation, underestimated standard errors and, most importantly, incorrect conclusions. This paperpresented a combination of strategies and improvements for adapting multilevel data analysisto a commonly used tool for missing data called multiple imputation. These ideas were combinedinto a method called multilevel multiple imputation (MLMI), which reduces the emphasison eciency and parsimony in the imputation process and focuses instead on prediction and themultilevel structure of the data. A simulation study using real data from the National EducationalLongitudinal Study of 1988 demonstrated substantial improvements over more common missingdata options of listwise deletion and conventional multiple imputation (U.S. Department of Education,National Center for Education Statistics, 1990). These results illustrate the importance ofembracing the multilevel structure of data when choosing a method for accommodating missingvalues in a multilevel data analysis.For researchers and policy makers, erroneous inferences can devastate time, resources and mostimportantly, the very people they are trying to help. With ubiquitous missing data in large-scaleresearch and the increased emphasis on multilevel data collection and analysis, it is importantfor educational researchers to have access to accurate statistical tools. Understanding the relationshipsbetween important educational outcomes and characteristics and policies of students,teachers, schools, districts, states and countries is key to improving the educational system andgiving students an opportunity for a better future. The MLMI procedure gives researchers a toolto provide more accurate assessments of these relationships when analyzing multilevel data withmissing values.
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