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Existence of the Uniformly Minimum Risk Unbiased Estimator in Seemingly Unrelated Regression System

机译:似无关的回归系统中一致最小风险无偏估计量的存在

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摘要

For a seemingly unrelated regression system with the assumption of normality, a necessary and sufficient condition for the existence of the Uniformly Minimum Risk Unbiased (UMRU) estimator of regression coefficients under strictly convex loss is obtained; it is proved that any unbiased estimator can not improve the least squares estimator; it is also shown that no UMRU estimator exists under missing observations.
机译:对于具有正常性假设的看似无关的回归系统,获得了在严格凸损失下存在回归系数的统一最小风险无偏(UMRU)估计的存在的充要条件;事实证明,任何无偏估计量都不能改善最小二乘估计量。还表明在缺失的观测值下不存在UMRU估计量。

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