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Imputation for Skewed Data
by
Lun, Zhixin
, Khattree, Ravindra
in
Mathematics and Statistics
/ Statistics
2021
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Imputation for Skewed Data
by
Lun, Zhixin
, Khattree, Ravindra
in
Mathematics and Statistics
/ Statistics
2021
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Journal Article
Imputation for Skewed Data
2021
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Overview
Most multiple imputation methods for multivariate missing data have been developed for normally distributed data. However, methods may not be suitable for nonnegative and/or highly skewed data. We propose an approach by using Expectation-Maximization (EM) method based on the assumption of multivariate Lomax distribution on non-negative skewed data. Extensive simulations show that this proposed method outperforms the regular normality-based EM and k-nearest-neighbor (kNN) imputation methods under the missing completely at random (MCAR) mechanism. An application on a real-world biomedical data is then provided.
Publisher
Springer Science + Business Media,Springer India
Subject
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