两个线性模型间最优线性无偏预测的等价性

On Equality of the BLUPs under Two Linear Models with New Observations

  • 摘要: 设和是两个带有预测量的线性模型, 通过使用矩阵秩方法, 本文给出了模型下预测量的最优线性无偏预测同时也是模型下的最优线性无偏预测的充分必要条件. 作为这个结果的应用, 我们给出了两个线性混合模型间最优线性无偏预测等价性的充分必要条件.

     

    Abstract: Let and be two linear models with new observations. Through matrix rank method, we derive the necessary and sufficient conditions for the best linear unbiased predictor (BLUP) of the new observation under the model is also BLUP under the model . As applications, the conditions of equality of the BLUPs under two mixed linear models are also given.

     

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