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Eric Ed599399%3a A Comparison Of Multilevel Imputation Schemes For Random Coefficient Models%3a Fully Conditional Specification And Joint Model Imputation With Random Covariance Matrices by Eric
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1ERIC ED599399: A Comparison Of Multilevel Imputation Schemes For Random Coefficient Models: Fully Conditional Specification And Joint Model Imputation With Random Covariance Matrices
By ERIC
Literature addressing missing data handling for random coefficient models is particularly scant, and the few studies to date have focused on the fully conditional specification framework and "reverse random coefficient" imputation. Although it has not received much attention in the literature, a joint modeling strategy that uses random within-cluster covariance matrices to preserve cluster-specific associations (Yucel, 2011) is a promising alternative for random coefficient analyses. This study is apparently the first to directly compare these procedures. Analytic results suggest that both imputation procedures can introduce bias-inducing incompatibilities with a random coefficient analysis model. Problems with fully conditional specification result from an incorrect distributional assumption, whereas joint imputation uses an underparameterized model that assumes uncorrelated intercepts and slopes. Monte Carlo simulations suggest that biases from these issues are tolerable if the missing data rate is 10% or lower and the sample is comprised of at least 30 clusters with 15 observations per group. Further, fully conditional specification tends to be superior with intraclass correlations that are typical of cross-sectional data (e.g., ICC = 0.10), whereas the joint model is preferable with high values typical of longitudinal designs (e.g., ICC = 0.50). [This paper was published in "Multivariate Behavioral Research" v53 n5 p695-713 2018.]
“ERIC ED599399: A Comparison Of Multilevel Imputation Schemes For Random Coefficient Models: Fully Conditional Specification And Joint Model Imputation With Random Covariance Matrices” Metadata:
- Title: ➤ ERIC ED599399: A Comparison Of Multilevel Imputation Schemes For Random Coefficient Models: Fully Conditional Specification And Joint Model Imputation With Random Covariance Matrices
- Author: ERIC
- Language: English
“ERIC ED599399: A Comparison Of Multilevel Imputation Schemes For Random Coefficient Models: Fully Conditional Specification And Joint Model Imputation With Random Covariance Matrices” Subjects and Themes:
- Subjects: ➤ ERIC Archive - ERIC - Enders, Craig K. Hayes, Timothy Du, Han - Data Analysis - Statistical Bias - Sample Size - Correlation - Research Design - Hierarchical Linear Modeling - Comparative Analysis
Edition Identifiers:
- Internet Archive ID: ERIC_ED599399
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The book is available for download in "texts" format, the size of the file-s is: 25.66 Mbs, the file-s for this book were downloaded 18 times, the file-s went public at Mon Jul 18 2022.
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1Boy Crusoe
By Allan Eric

Also published as" A Yankee Crusoe" . A 15 year old hard working and studious farm boy finds the lure of adventure on the seas as a merchant seaman more than he can resist. This is his story. " I was born in a little town in the State of Maine, near the close of the Civil War. My boyhood life did not differ materially from that of the average farmer's son in the remote country districts of New England--except, perhaps, that I read more and thought more. Hard work on the rugged soil, two terms each year in the little yellow country schoolhouse, a day's fishing now and then filled the early years of my life full to over-flowing. " What he gets is enough excitement and adventure to overflow his wildest dreams. How he experiences disaster and uses his wits and knowledge to overcome every problem makes for a great read. - Summary by Phil Chenevert
“Boy Crusoe” Metadata:
- Title: Boy Crusoe
- Author: Allan Eric
- Language: English
- Publish Date: 1910
Edition Specifications:
- Format: Audio
- Number of Sections: 23
- Total Time: 03:45:08
Edition Identifiers:
- libriVox ID: 8827
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- File Name: aboycrusoe_1408_librivox
- File Format: zip
- Total Time: 03:45:08
- Download Link: Download link
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