From the reviews: "Minimum aberration (shortened to MA in this text) is a central feature in this excellent monograph, and the authors' stated intentions of 'providing a comprehensive account of the modern theory of factorial designs with the NMA appraoch at its core' (p. 4) are fully achieved." N.R. Draper for Short Book Reviews of the ISI, December 2006 "This book provides a unified summary of current research on the assessment through optimality criteria and construction methods for factorial and fractional factorial designs. ...[I]t contains excellent insights into this important class of desings." Christine Anderson-Cook, JASA, Vol. 102, No. 478, June 2007 "This book covers the theory of selecting minimum aberration factorial designs. ... The book will serve as a great text for an advanced graduate level course in design theory for students ... . The book will surely become an invaluable resource for researchers and graduate students doing research ... . In addition, practitioners will also find the book useful ... . Overall, this is a very well written book and a necessary addition to the existing literature on the design of factorial experiments." (Jason Loeppky, Technometrics, Vol. 49 (3), August, 2007) "This book presents the modern theory of regular fractional factorial designs and is written by two leading experts in the field. It is intended for researchers, but practitioners will find useful the many tables of designs that are included. ... This book is invaluable for someone who wants to understand this literature. Because the authors and their students are responsible for much of this literature, the book should be of great interest to anyone involved in research in this area." (William I. Notz, Mathematical Reviews, Issue 2007e)

• and Overview.- Fundamentals of Factorial Designs.- Two-Level Fractional Factorial Designs.- Fractional Factorial Designs: General Case.- Designs with Maximum Estimation Capacity.- Minimum Aberration Designs for Mixed Factorials.- Block Designs for Symmetrical Factorials.- Fractional Factorial Split-Plot Designs.- Robust Parameter Design.

From the reviews: "Minimum aberration (shortened to MA in this text) is a central feature in this excellent monograph, and the authors' stated intentions of 'providing a comprehensive account of the modern theory of factorial designs with the NMA appraoch at its core' (p. 4) are fully achieved." N.R. Draper for Short Book Reviews of the ISI, December 2006 "This book provides a unified summary of current research on the assessment through optimality criteria and construction methods for factorial and fractional factorial designs. ...[I]t contains excellent insights into this important class of desings." Christine Anderson-Cook, JASA, Vol. 102, No. 478, June 2007 "This book covers the theory of selecting minimum aberration factorial designs. ... The book will serve as a great text for an advanced graduate level course in design theory for students ... . The book will surely become an invaluable resource for researchers and graduate students doing research ... . In addition, practitioners will also find the book useful ... . Overall, this is a very well written book and a necessary addition to the existing literature on the design of factorial experiments." (Jason Loeppky, Technometrics, Vol. 49 (3), August, 2007) "This book presents the modern theory of regular fractional factorial designs and is written by two leading experts in the field. It is intended for researchers, but practitioners will find useful the many tables of designs that are included. ... This book is invaluable for someone who wants to understand this literature. Because the authors and their students are responsible for much of this literature, the book should be of great interest to anyone involved in research in this area." (William I. Notz, Mathematical Reviews, Issue 2007e)

• and Overview.- Fundamentals of Factorial Designs.- Two-Level Fractional Factorial Designs.- Fractional Factorial Designs: General Case.- Designs with Maximum Estimation Capacity.- Minimum Aberration Designs for Mixed Factorials.- Block Designs for Symmetrical Factorials.- Fractional Factorial Split-Plot Designs.- Robust Parameter Design.

From the reviews: "Minimum aberration (shortened to MA in this text) is a central feature in this excellent monograph, and the authors' stated intentions of 'providing a comprehensive account of the modern theory of factorial designs with the NMA appraoch at its core' (p. 4) are fully achieved." N.R. Draper for Short Book Reviews of the ISI, December 2006 "This book provides a unified summary of current research on the assessment through optimality criteria and construction methods for factorial and fractional factorial designs. ...[I]t contains excellent insights into this important class of desings." Christine Anderson-Cook, JASA, Vol. 102, No. 478, June 2007 "This book covers the theory of selecting minimum aberration factorial designs. ... The book will serve as a great text for an advanced graduate level course in design theory for students ... . The book will surely become an invaluable resource for researchers and graduate students doing research ... . In addition, practitioners will also find the book useful ... . Overall, this is a very well written book and a necessary addition to the existing literature on the design of factorial experiments." (Jason Loeppky, Technometrics, Vol. 49 (3), August, 2007) "This book presents the modern theory of regular fractional factorial designs and is written by two leading experts in the field. It is intended for researchers, but practitioners will find useful the many tables of designs that are included. ... This book is invaluable for someone who wants to understand this literature. Because the authors and their students are responsible for much of this literature, the book should be of great interest to anyone involved in research in this area." (William I. Notz, Mathematical Reviews, Issue 2007e)

• and Overview.- Fundamentals of Factorial Designs.- Two-Level Fractional Factorial Designs.- Fractional Factorial Designs: General Case.- Designs with Maximum Estimation Capacity.- Minimum Aberration Designs for Mixed Factorials.- Block Designs for Symmetrical Factorials.- Fractional Factorial Split-Plot Designs.- Robust Parameter Design.