Cyclic and Computer Generated Designs
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€173.60
A-optimal Designs
A01=E.R. Williams
A01=J.A. John
advanced research statistics
Author_E.R. Williams
Author_J.A. John
Balanced Incomplete Block Design
Block Design
Category=PBT
Complete Block Model
Concurrence Matrix
Cyclic Development
Cyclic Method
Cyclic Sets
design optimization algorithms
Efficiency Factors
efficient blocking structures in experiments
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
experimental design theory
factorial experiment methods
generalized least squares analysis
Group Divisible Design
Incomplete Block Designs
Initial Block
Interchange Algorithms
Interchange Procedure
Latin Square Design
Latin Squares
Mn Treatments
REML Estimation
REML Method
Resolvable Designs
Row Column Designs
statistical modeling
Symmetric Balanced Incomplete Block Design
Treatment Combinations
Unequal Block Sizes
Youden Square Design
Product details
- ISBN 9780412575808
- Weight: 340g
- Dimensions: 138 x 216mm
- Publication Date: 01 Sep 1995
- Publisher: Taylor & Francis Ltd
- Publication City/Country: GB
- Product Form: Hardback
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Cyclic and Computer Generated Designs is a much-expanded and updated version of the well-received monograph, Cyclic Designs . The book is primarily concerned with the construction and analysis of designs with a number of different blocking structures, such as revolvable designs, row-column designs, and Latinized designs. It describes how appropriate and efficient designs can be constructed through the use of cyclic methods and recently developed computer algorithms. In this new edition, a greater emphasis is given to the construction and properties of resolvable block and row-column designs.
A general theory for single, fractional and multiple replicate factorial designs is presented. Cyclic methods are used to construct most of these designs. Some new work on the use of computer algorithms for setting out factorial experiments in row-column designs is described.
All the designs discussed can be analyzed using the generalized least squares theory given in the book. Two experiments, with analyses, are described in detail.
J. A John, E. R. Williams
