Fixed Effects Analysis of Variance covers the mathematical theory of the fixed effects analysis of variance. The book discusses the theoretical ideas and some applications of the analysis of variance. The text then describes topics such as the t-test; two-sample t-test; the k-sample comparison of means (one-way analysis of variance); the balanced two-way factorial design without interaction; estimation and factorial designs; and the Latin square. Confidence sets, simultaneous confidence intervals, and multiple comparisons; orthogonal and nonorthologonal designs; and multiple regression analysis and related matters are also encompassed. Mathematicians, statisticians, and students taking related courses will find the book useful.

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Yes, you can access Fixed Effects Analysis of Variance by Lloyd Fisher,John N. McDonald, Z. W. Birnbaum,E. Lukacs in PDF and/or ePUB format, as well as other popular books in Mathematics & Applied Mathematics. We have over one million books available in our catalogue for you to explore.

Information

Publisher

Academic Press

Year

2014

ISBN

9781483217864

Topic

Mathematics

Subtopic

Applied Mathematics

Index

Mathematics

Front Cover
Fixed Effects Analysis of Variance
Copyright Page
Table of Contents
Dedication
PREFACE
ACKNOWLEDGMENTS
CHAPTER 1. INTRODUCTION
CHAPTER 2. THE t-TEST
CHAPTER 3. TWO-SAMPLE t-TEST
CHAPTER 4. THE k-SAMPLE COMPARISON OF MEANS (ONE-WAY ANALYSIS OF VARIANCE)
CHAPTER 5. THE BALANCED TWO-WAY FACTORIAL DESIGN WITHOUT INTERACTION
CHAPTER 6. ESTIMATION AND MORE ON FACTORIAL DESIGNS
CHAPTER 7. THE LATIN SQUARE
CHAPTER 8. CONFIDENCE SETS, SIMULTANEOUS CONFIDENCE INTERVALS, AND MULTIPLE COMPARISONS
CHAPTER 9. ORTHOGONAL AND NONORTHOGONAL DESIGNS, EFFICIENCY
CHAPTER 10. MULTIPLE REGRESSION ANALYSIS AND RELATED MATTERS
APPENDIX 1: REVIEW OF LINEAR ALGEBRA AND VECTOR SPACE THEORY
APPENDIX 2: TABLES OF STATISTICAL DISTRIBUTIONS
INDEX