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Statistical Fitting Criterion on the Basis of Cross-Validation Estimation

机译:基于交叉验证估计的统计拟合标准

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摘要

The statistical properties of cross-validation estimation as a criterion for choosing a decision model (a method for generating the decision function) are studied in the paper. For the variance analysis problem it is proved that the cross-validation criterion is equivalent to Fisher’s criterion for testing a homogeneity hypothesis under a certain significance level. It is revealed that the cross-validation criterion used for choosing the decision function among a certain one-parameter class and optimal decision function generation in the framework of a Bayesian model with normal parameter distribution are the same.
机译:在纸上研究了作为选择决策模型的标准的交叉验证估计的统计特性(用于生成决定函数的方法)。 对于方差分析问题,证明交叉验证标准等同于Fisher的在某种意义水平下测试同质假设的标准。 据透露,用于在具有正常参数分布的贝叶斯模型的框架中选择决策功能的交叉验证标准是相同的。

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