@article{WirtzRoetteleMorfeldetal.2021,
  author    = {Markus Antonius Wirtz and Nicole R{\"o}ttele and Matthias Morfeld and Elmar Br{\"a}hler and Heide Glaesmer},
  title     = {Handling Missing Data in the Short Form–12 Health Survey (SF-12): Concordance of Real Patient Data and Data Estimated by Missing Data Imputation Procedures},
  series   = {Assessment},
  volume    = {28},
  number    = {7},
  publisher = {SAGE Publications},
  address   = {Sage CA: Los Angeles, CA},
  issn      = {1073-1911},
  doi       = {10.1177/1073191120952886},
  url       = {https://nbn-resolving.org/urn:nbn:de:bsz:frei129-opus4-9453},
  pages     = {1785 -- 1798},
  year      = {2021},
  abstract  = {If information on single items in the Short Form–12 health survey (SF-12) is missing, the analysis of only complete cases causes a loss of statistical power and, in case of nonrandom missing data (MD), systematic bias. This study aimed at evaluating the concordance of real patient data and data estimated by different MD imputation procedures in the items of the SF-12 assessment. For this ends, MD were examined in a sample of 1,137 orthopedic patients. Additionally, MD were simulated (a) in the subsample of orthopedic patients exhibiting no MD (n = 810; 71\%) as well as (b) in a sample of 6,970 respondents representing the German general population (95.8\% participants with complete data) using logistic regression modelling. Simulated MD were replaced by mean values as well as regression-, expectation-maximization- (EM-), and multiple imputation estimates. Higher age and lower education were associated with enhanced probabilities of MD. In terms of accuracy in both data sets, the EM-procedure (ICC2,1 = .33-.72) outperformed alternative estimation approaches substantially (e.g., regression imputation: ICC2,1 = .18-.48). The EM-algorithm can be recommended to estimate MD in the items of the SF-12, because it reproduces the actual patient data most accurately.},
  language  = {en}
}