The Analysis of Variance
Wiley Classics Library
1. Auflage März 1999
496 Seiten, Softcover
Wiley & Sons Ltd
ISBN:
978-0-471-34505-3
John Wiley & Sons
Originally published in 1959, this classic volume has had a major impact on generations of statisticians. Newly issued in the Wiley Classics Series, the book examines the basic theory of analysis of variance by considering several different mathematical models. Part I looks at the theory of fixed-effects models with independent observations of equal variance, while Part II begins to explore the analysis of variance in the case of other models.
THE ANALYSIS OF VARIANCE IN THE CASE OF MODELS WITH FIXED EFFECTSAND INDEPENDENT OBSERVATIONS OF EQUAL VARIANCE.
Point Estimation.
Construction of Confidence Ellipsoids and Tests in the General CaseUnder Normal Theory.
The One-Way Layout: Multiple Comparison.
The Complete Two-, Three-, and Higher-Way Layouts: Partitioning aSum of Squares.
Some Incomplete Layouts: Latin Squares, Incomplete Blocks, andNested Designs.
The Analysis of Covariance.
THE ANALYSIS OF VARIANCE IN THE CASE OF OTHER MODELS.
Random-Effects Models.
Mixed Models.
Randomization Models.
The Effects of Departures from the Underlying Assumptions.
Appendices.
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.
Indexes.
Point Estimation.
Construction of Confidence Ellipsoids and Tests in the General CaseUnder Normal Theory.
The One-Way Layout: Multiple Comparison.
The Complete Two-, Three-, and Higher-Way Layouts: Partitioning aSum of Squares.
Some Incomplete Layouts: Latin Squares, Incomplete Blocks, andNested Designs.
The Analysis of Covariance.
THE ANALYSIS OF VARIANCE IN THE CASE OF OTHER MODELS.
Random-Effects Models.
Mixed Models.
Randomization Models.
The Effects of Departures from the Underlying Assumptions.
Appendices.
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.
Indexes.
Henry Scheffé was an American statistician. He is known for the Lehmann-Scheffé theorem and Scheffé's method.
