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Textbook
Design and Analysis of Experiments, Volume 2: Advanced Experimental DesignISBN: 978-0-471-55177-5
Hardcover
816 pages
April 2005, ©2005
 This is a Print-on-Demand title. It will be printed specifically to fill your order. Please allow an additional 15-20 days delivery time. The book is not returnable.
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1. General Incomplete Block Design.
2. Balanced Incomplete Block Designs.
3. Construction of Balanced Incomplete Block Designs.
4. Partially Balanced Incomplete Block Designs.
5. Construction of Partially Balanced Incomplete Block Designs.
6. More Block Designs and Blocking Structures.
7. Two-level Factorial Designs.
8. Confounding In 2¯n Factorial Designs.
9. Partial Confounding In 2¯n Factorial Designs.
10. Designs with Factors at Three Levels.
11. The General Symmetrical Factorial Design.
12. Confounding in Asymmetrical Factorial Designs.
13. Fractional Factorial Designs.
14. Main Effect Plans.
15. Supersaturated Designs.
16. Search Designs.
17. Robust-Design Experiments.
18. Lattice Designs.
19. Cross-Over Designs.
Appendix A. Fields and Galois Fields.
Appendix B. Finite Geometries.
Appendix C. Orthogonal and Balanced Arrays.
Appendix D. Selected Asymmetrical Balanced Factorial Designs.
References.
2. Balanced Incomplete Block Designs.
3. Construction of Balanced Incomplete Block Designs.
4. Partially Balanced Incomplete Block Designs.
5. Construction of Partially Balanced Incomplete Block Designs.
6. More Block Designs and Blocking Structures.
7. Two-level Factorial Designs.
8. Confounding In 2¯n Factorial Designs.
9. Partial Confounding In 2¯n Factorial Designs.
10. Designs with Factors at Three Levels.
11. The General Symmetrical Factorial Design.
12. Confounding in Asymmetrical Factorial Designs.
13. Fractional Factorial Designs.
14. Main Effect Plans.
15. Supersaturated Designs.
16. Search Designs.
17. Robust-Design Experiments.
18. Lattice Designs.
19. Cross-Over Designs.
Appendix A. Fields and Galois Fields.
Appendix B. Finite Geometries.
Appendix C. Orthogonal and Balanced Arrays.
Appendix D. Selected Asymmetrical Balanced Factorial Designs.
References.
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