Stafford Rose E, Runyon Christopher R, Casabianca Jodi M, Dodd Barbara G
Rose E. Stafford, Department of Educational Psychology, Quantitative Methods, The University of Texas at Austin, 1 University Station D5800, Austin, TX 78712, USA,
J Appl Meas. 2017;18(1):12-27.
This study examined the performance of four methods of handling missing data for discrete response options on a questionnaire: (1) ignoring the missingness (using only the observed items to estimate trait levels); (2) nearest-neighbor hot deck imputation; (3) multiple hot deck imputation; and (4) semi-parametric multiple imputation. A simulation study examining three questionnaire lengths (41-, 20-, and 10-item) crossed with three levels of missingness (10, 25, and 40 percent) was conducted to see which methods best recovered trait estimates when data were missing completely at random and the polytomous items were scored with Andrich's (1978) rating scale model. The results showed that ignoring the missingness and semi-parametric imputation best recovered known trait levels across all conditions, with the semi-parametric technique providing the most precise trait estimates. This study demonstrates the power of specific objectivity in Rasch measurement, as ignoring the missingness leads to generally unbiased trait estimates.
(1)忽略缺失值(仅使用观察到的项目来估计特质水平);(2)最近邻热卡插补法;(3)多重热卡插补法;以及(4)半参数多重插补法。进行了一项模拟研究,考察了三种问卷长度(41项、20项和10项)与三种缺失水平(10%、25%和40%)的交叉情况,以确定在数据完全随机缺失且多分类项目采用安德里奇(1978)评分量表模型计分的情况下,哪种方法能最好地恢复特质估计值。结果表明,在所有条件下,忽略缺失值和半参数插补法能最好地恢复已知的特质水平,其中半参数技术提供了最精确的特质估计值。本研究证明了拉施测量中特定客观性的力量,因为忽略缺失值通常会导致无偏的特质估计。