Abstract

BackgroundThis paper extends a recent study by Kaplan and Su (J Educ Behav Stat 41: 51–80, 2016) examining the problem of matrix sampling of context questionnaire scales with respect to the generation of plausible values of cognitive outcomes in large-scale assessments.MethodsFollowing Weirich et al. (Nested multiple imputation in large-scale assessments. In: Large-scale assessments in education, 2. http://www.largescaleassessmentsineducation.com/content/2/1/9, 2014) we examine single + multiple imputation and multiple + multiple imputation methods using predictive mean matching imputation under three different context questionnaire matrix sampling designs: a two-form design studied by Adams et al. (On the use of rotated context questionnaires in conjunction with multilevel item response models. In: Large-scale assessments in education. http://www.largescaleassessmentsineducation.com/content/1/1/5, 2013), a three-form design implemented in PISA 2012, and a partially-balanced incomplete design studied by Kaplan and Su (J Educ Behav Stat 41: 51–80, 2016).ResultsOur results show that the choice of design has a larger impact on the reduction of bias than the choice of imputation method. Specifically, the three-form design used in PISA 2012 yields considerably less bias compared to the two-form design and the partially balanced incomplete design. We further show that the partially balanced incomplete block design produces less bias than the two-form design despite having the same amount of missing data.ConclusionsWe discuss the results in terms of implications for the design of context questionnaires in large-scale assessments.

Highlights

  • A recent paper by Kaplan and Su (2016) investigated the problem of matrix sampling of context questionnaires with respect to the generation of the plausible values (PVs) of the so-called “cognitive” tests in large-scale educational assessments

  • Drawing on earlier work by Adams et al (2013) based on PISA 2012 OECD (2014) and motivated by the desire among policy-makers to increase non-cognitive content in national and international large-scale assessments, Kaplan and Su found that matrix sampling of context questionnaire (CQ) material followed by predictive mean matching imputation can Kaplan and Su L arge-scale Assess Educ (2018) 6:6 quite accurately recover the known marginal distributions of the PVs

  • The two approaches discussed in Weirich et al (2014) have not been studied across different missing data designs, and so an important feature of this paper is that we compare these approaches under three planned missing data designs: a two-form design examined by Adams et al (2013), a three-form design that was used for PISA 2012, and a partially balanced incomplete block design (PBIB) studied by Kaplan and Su (2016)

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Summary

Introduction

A recent paper by Kaplan and Su (2016) investigated the problem of matrix sampling of context questionnaires with respect to the generation of the plausible values (PVs) of the so-called “cognitive” tests in large-scale educational assessments. Drawing on earlier work by Adams et al (2013) based on PISA 2012 OECD (2014) and motivated by the desire among policy-makers to increase non-cognitive content in national and international large-scale assessments, Kaplan and Su found that matrix sampling of context questionnaire (CQ) material followed by predictive mean matching imputation can Kaplan and Su L arge-scale Assess Educ (2018) 6:6 quite accurately recover the known marginal distributions of the PVs. bias was found in the estimation of correlations between CQ scales and PVs.1 Kaplan and Su (2016) speculated that this bias was due to the fact that the plausible values were not part of the missing data imputation model and not “congenial” in the sense of Meng (1994). In outlining the steps in conducting a large-scale survey, Meng (1994) pointed out that each step in the Kaplan and Su Large-scale Assess Educ (2018) 6:6

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