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KLAUS HINKELMANN, PhD, is Professor Emeritus of Statistics at the Virginia Polytechnic Institute and State University Department of Statistics. A Fellow of the American Statistical Association and the American Association for the Advancement of Science, Dr. Hinkelmann has published extensively in the areas of design of experiments, statistical methods, and biometry.
Preface | p. xvii |
Contributors | p. xxi |
Genetic Crosses Experiments | p. 1 |
Introduction | p. 1 |
Basic Objectives and Models | p. 2 |
Diallel Mating Design of Type I | p. 8 |
Diallel Crosses: Type II Designs | p. 14 |
Partial Diallel Crosses: No Blocking or Complete Blocks | p. 25 |
Partial Diallel Crosses in Incomplete Blocks | p. 32 |
Optimality | p. 44 |
Robustness | p. 59 |
Three- or Higher-Way Crosses | p. 61 |
Computation | p. 65 |
Design of Gene Expression Microarray Experiments | p. 73 |
Introduction | p. 73 |
Gene Expression Microarray Technology | p. 74 |
Preprocessing of Microarray Fluorescence Intensities, 76 2.4 | |
Introduction to Gene Expression Microarray Experimental Design | p. 80 |
Two-Treatment Experiments Using Two-Color Microarrays | p. 81 |
Two-Color Microarray Experiments Involving More Than Two Treatments | p. 86 |
Multifactor Two-Color Microarray Experiments | p. 89 |
Phase 2 Designs for Complex Phase 1 Designs | p. 94 |
Spatial Analysis of Agricultural Field Experiments | p. 109 |
Introduction | p. 109 |
Methods to Account for Spatial Variation | p. 110 |
A Spatial Linear Mixed Model | p. 116 |
Analysis of Examples | p. 122 |
Optimal Designs for Generalized Linear Models | p. 137 |
Introduction | p. 137 |
Notation and Basic Concepts | p. 141 |
Tools for Finding Locally Optimal Designs | p. 145 |
GLMs with Two Parameters | p. 149 |
GLMs with Multiple Parameters | p. 155 |
Summary and Concluding Comments | p. 161 |
Design and Analysis of Randomized Clinical Trials | p. 165 |
Overview | p. 165 |
Components of a Randomized Clinical Trial | p. 168 |
Bias | p. 175 |
Statistical Analysis of Randomized Clinical Trials | p. 182 |
Failure Time Studies | p. 184 |
Other Topics | p. 206 |
Monitoring Randomized Clinical Trials | p. 213 |
Introduction | p. 213 |
Normally Distributed Outcomes | p. 215 |
Brownian Motion Properties | p. 217 |
Brief Historical Overview of Group Sequential Methods | p. 219 |
Dichotomous Outcomes | p. 223 |
Time-to-Event Outcomes | p. 225 |
Unconditional Power | p. 227 |
Conditional Power | p. 229 |
Spending Functions | p. 232 |
Flexibility and Properties of Spending Functions | p. 233 |
Modifying the Trial's Sample Size Based on a Nuisance Parameter | p. 235 |
Sample Size Modification Based on the Interim Treatment Effect | p. 240 |
Concluding Remarks | p. 246 |
Adaptive Randomization in Clinical Trials | p. 251 |
Introduction | p. 251 |
Adaptive Randomization Procedures | p. 252 |
Likelihood-Based Inference | p. 264 |
Randomization-Based Inference | p. 269 |
Conclusions and Practical Considerations | p. 276 |
Search Linear Model for Identification and Discrimination | p. 283 |
Introduction | p. 283 |
General Linear Model with Fixed Effects | p. 284 |
Search Linear Model | p. 285 |
Applications | p. 288 |
Effects of Noise in Performance Comparison | p. 293 |
Minimum Aberration and Related Criteria for Fractional Factorial Designs | p. 299 |
Introduction | p. 299 |
Projections of Fractional Factorial Designs | p. 302 |
Estimation Capacity | p. 304 |
Clear Two-Factor Interactions | p. 307 |
Estimation Index | p. 310 |
Estimation Index, Minimum Aberration, and Maximum Estimation Capacity | p. 314 |
Complementary Design Theory for Minimum Aberration Designs | p. 315 |
Nonregular Designs and Orthogonal Arrays | p. 317 |
Generalized Minimum Aberration | p. 320 |
Optimal Fractional Factorial Block Designs | p. 322 |
Designs for Choice Experiments for the Multinomial Logit Model | p. 331 |
Introduction | p. 331 |
Definitions | p. 332 |
The MNL Model | p. 335 |
Design Comparisons | p. 338 |
Optimal Designs for DCEs | p. 340 |
Using Combinatorial Designs to Construct DCEs | p. 364 |
Bayesian Work | p. 368 |
Best-Worst Experiments | p. 368 |
Miscellaneous Topics | p. 370 |
Computer Experiments | p. 379 |
Introduction | p. 379 |
Sensitivity/Uncertainty Analysis | p. 382 |
Gaussian Stochastic Process Models | p. 385 |
Inference | p. 389 |
Experimental Designs | p. 398 |
Multivariate Output | p. 403 |
Multiple Data Sources | p. 406 |
Conclusion | p. 409 |
Designs for Large-Scale Simulation Experiments, with Applications to Defense and Homeland Security | p. 413 |
Introduction | p. 413 |
Philosophy: Evolution of Computational Experiments | p. 414 |
Application: U.S. Army Unmanned Aerial Vehicle (UAV) Mix Study | p. 422 |
Parting Thoughts | p. 437 |
Robust Parameter Designs | p. 443 |
Introduction | p. 443 |
Taguchi Signal-to-Noise Ratio Approach | p. 445 |
Dual Model Response Surface Methodology | p. 448 |
Single Model Response Surface Methods Using Combined Arrays | p. 451 |
Computer Generated Combined Arrays | p. 461 |
RPD Involving Quantitative and Qualitative Factors | p. 465 |
Conclusions | p. 466 |
Split-Plot Response Surface Designs | p. 471 |
Introduction | p. 471 |
Differences between Agricultural and Industrial Experimentation | p. 472 |
OLS-GLS Equivalent Second-Order Split-Plot Designs and Analysis | p. 482 |
Exact Tests for the Coeffi cients | p. 488 |
Proper Residuals for Checking Assumptions | p. 493 |
"Optimal" Second-Order Split-Plot Designs | p. 496 |
Design and Analysis of Experiments for Directional Data | p. 501 |
Summary | p. 501 |
Introduction and Historical Background | p. 501 |
ANOVA for Circular Data | p. 509 |
ANOVA for Cylindrical Data | p. 521 |
ANOVA for Spherical Data | p. 524 |
Conclusions | p. 530 |
References | p. 531 |
Author Index | p. 533 |
Subject Index | p. 545 |
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