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Some Theorems on Quadratic Forms Applied in the Study of Analysis of Variance Problems, II. Effects of Inequality of Variance and of Correlation Between Errors in the Two-Way Classification

机译：应用异常问题分析研究中的二次形式的一些定理。双向分类中差异与误差相关性的影响

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G. E. P. Box;
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年度 1954
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1. Standard Errors of Heritability Estimates Calculated from Variance Component Analysis af a Two-Way Classification [J] . Barr?G. R. Journal of animal science . 1971,第6期

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2. Calculation formulas and correlation inequalities for variance bounds and semi-variances of fuzzy intervals [J] . Gu Yujie, Hao Qingwei, Shen Jie, Journal of intelligent & fuzzy systems: Applications in Engineering and Technology . 2019,第1期

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3. Calculation formulas and correlation inequalities for variance bounds and semi-variances of fuzzy intervals [J] . Gu Yujie, Hao Qingwei, Shen Jie, Journal of intelligent & fuzzy systems: Applications in Engineering and Technology . 2019,第4aPta2期

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4. Components of variance in ROC analysis of CADx classifier performance: II. Applications of the bootstrap [C] . Author(s): Robert F. Wagner Ctr. for Devices and Radiological Health/FDA Rockville MD USA, Heang-Ping Chan Univ. of Michigan Ann Arbor MI USA, Berkman Sahiner Univ. of Michigan Ann Arbor MI USA, Medical Imaging 1999: Image Processing . -1

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5. Prediction of cultivar performance and heterogeneity of genotype variance, correlation and error variance in the Iowa Crop Performance Tests--Corn (Zea mays L.). [D] . So, Yoon-Sup. 2009

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6. Estimation of prediction error variances via Monte Carlo sampling methods using different formulations of the prediction error variance [O] . John M Hickey, Roel F Veerkamp, Mario PL Calus, 2009

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7. The analysis of variance for the two-way classification fixed-effects model with observations within a row serially correlated [O] . W. A. LARSEN 1969

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8. The Analysis of Variance of Time Series Data. Part II. Two-Way Layout. [R] . avara, elton p. 1971

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Some Theorems on Quadratic Forms Applied in the Study of Analysis of Variance Problems, II. Effects of Inequality of Variance and of Correlation Between Errors in the Two-Way Classification

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