2014
DOI: 10.4172/2167-1044.1000149
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An Algorithm for Creating Alternate CES-D Composite Scores: Advancing Research through Methodological Clarity

Abstract: to contribute to health research literature dealing with psychological assessment by primarily arguing that radical clarity in the procedures undertaken for creating data are necessary if research is to detect a more probable truth as it distances itself from absolute uncertainty. In contribution towards these goals, the project presents and makes available a novel statistical program (originated by author without the use of any external sources) to help data managers create five different variables that can h… Show more

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Cited by 4 publications
(4 citation statements)
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“…Instead we explored the final model for these two variables by adding them to the final model with only the participants of T2 and T4 (when those two variables were measured). Studies show that missing data in items of the CES-D scale appear to be ignorable, 40 80% of the 20 questions need to have logical value for a person to be assigned a CES-D composite score, 41 and multiple imputations are complex and do not increase precision in the estimated rate of change in the end point in linear mixed modelling. 42,43 Therefore, we chose to use zero imputation for the few items that were missing in the CES-D (n T0 = 26, n T1 = 29, n T2 = 26, n T3 = 24, n T4 = 40), HADS-A (n T0 = 0, n T1 = 5, n T2 = 10, n T3 = 4, n T4 = 6), LVQOL (n = 61) and AVL (n = 19) if there was at least an 80% completion.…”
Section: Discussionmentioning
confidence: 99%
“…Instead we explored the final model for these two variables by adding them to the final model with only the participants of T2 and T4 (when those two variables were measured). Studies show that missing data in items of the CES-D scale appear to be ignorable, 40 80% of the 20 questions need to have logical value for a person to be assigned a CES-D composite score, 41 and multiple imputations are complex and do not increase precision in the estimated rate of change in the end point in linear mixed modelling. 42,43 Therefore, we chose to use zero imputation for the few items that were missing in the CES-D (n T0 = 26, n T1 = 29, n T2 = 26, n T3 = 24, n T4 = 40), HADS-A (n T0 = 0, n T1 = 5, n T2 = 10, n T3 = 4, n T4 = 6), LVQOL (n = 61) and AVL (n = 19) if there was at least an 80% completion.…”
Section: Discussionmentioning
confidence: 99%
“…The core criticism in this paper is that the implicit logic of the LSA produces a data-editing algorithm that uses actual and created responses. Under the fundamental view that creating data should be avoided in health research, the main argument in this critique is that using data editing algorithms 20 in the computation of any composite score should be avoided. The report offers a solution by providing readers with an easy-to-use statistical program that estimates a Non-Data-Edited LSA Composite Score (NDE-LSA-CS).…”
Section: Life-space Assessment (Lsa)mentioning
confidence: 99%
“…The specific aim of this study is to use ACS flag variables to sum the number of allocations (referred by some as imputations) within an individual in order to determine if and how levels of data edits vary as a function of basic demographic factors. Please note the paper is not directly concern with "item nonresponse" as data editing algorithms have the ability to change recorded responses (Siordia, 2014b). In this study, "allocations" include changes to both responses and nonresponses-where high within-person level of allocation may signal a "high level of questionnaire incompleteness".…”
Section: Introductionmentioning
confidence: 99%