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Pt. I | The Analysis of Variance in the Case of Models with Fixed Effects and Independent Observations of Equal Variance | |
1 | Point Estimation | |
2 | Construction of Confidence Ellipsoids and Tests in the General Case under Normal Theory | |
3 | The One-Way Layout. Multiple Comparison | |
4 | The Complete two-, three-, and Higher-way Layouts. Partitioning a Sum of Squares | |
5 | Some Incomplete Layouts: Latin Squares, Incomplete Blocks, and Nested Designs | |
6 | The Analysis of Covariance | |
Pt. II | The Analysis of Variance in the Case of Other Models | |
7 | Random-Effects Models | |
8 | Mixed Models | |
9 | Randomization Models | |
10 | The Effects of Departures from the Underlying Assumptions | |
App. I | Vector algebra | |
App. II | Matrix algebra | |
App. III | Ellipsoids and their planes of support | |
App. IV | Noncentral x[superscript 2], F, and t | |
App. V | The multivariate normal distribution | |
App. VI | Cochran's theorem | |
F-tables | ||
Studentized Range Tables | ||
Pearson and Hartley Charts for the Power of the F-test | ||
Fox Charts for the Power of the F-test | ||
Author Index and Bibliography | ||
Subject Index |
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