Description

Book Synopsis
This monograph presents a comprehensive and up-to-date account of the developments in optimality aspects of crossover designs. Crossover designs are immensely useful in various areas of human investigation including agriculture, animal nutrition, clinical trials, pharmaceutical studies, biological assays, weather modification experiments, sensory evaluation of food products and learning experiments. Research on the optimality aspects of crossover designs has developed only in the last three decades, and it has now emerged as a potential field for further investigation. This book is the first comprehensive treatise on this subject. It covers optimal crossover designs at length by consolidating vast amounts of material from the literature, and includes many recent and deep results. It is expected that this book will not only provide a one-stop reference for the available results, but also encourage further research in this area of substantial practical relevance.

Table of Contents
Introduction; Optimality of Balanced and Strongly Balanced Designs; Some Optimal Designs with p < t; Optimal Designs via Approximate Theory; Optimality Under Other Additive Models; Optimality Under Nonadditive Models; Further Developments.

Optimal Crossover Designs

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    A Hardback by Aloke Dey, Mausumi Bose

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      Book details

      Publisher World Scientific Publishing Co Pte Ltd
      Published 4 May 2009
      ISBN-13 9789812818423
      978-9812818423
      ISBN-10 9812818421
      Also in:
      Probability and statistics

      Description

      Book Synopsis
      This monograph presents a comprehensive and up-to-date account of the developments in optimality aspects of crossover designs. Crossover designs are immensely useful in various areas of human investigation including agriculture, animal nutrition, clinical trials, pharmaceutical studies, biological assays, weather modification experiments, sensory evaluation of food products and learning experiments. Research on the optimality aspects of crossover designs has developed only in the last three decades, and it has now emerged as a potential field for further investigation. This book is the first comprehensive treatise on this subject. It covers optimal crossover designs at length by consolidating vast amounts of material from the literature, and includes many recent and deep results. It is expected that this book will not only provide a one-stop reference for the available results, but also encourage further research in this area of substantial practical relevance.

      Table of Contents
      Introduction; Optimality of Balanced and Strongly Balanced Designs; Some Optimal Designs with p < t; Optimal Designs via Approximate Theory; Optimality Under Other Additive Models; Optimality Under Nonadditive Models; Further Developments.

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