Optimal Data Analysis: A Guidebook with Software for Windows (Book with CD-ROM)

by
Edition: 1st
Format: Paperback
Pub. Date: 2004-10-01
Publisher(s): AMERICAN PSYCHOLOGICAL ASSOCIATION
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Summary

Optimal Data Analysis: A Guidebook With Software for Windows offers the only statistical analysis paradigm that maximizes (weighted) predictive accuracy. This unique book fully explains this paradigm and includes simple-to-use software that empowers a universe of associated analyses. For any specific sample and exploratory or confirmatory hypothesis, optimal data analysis (ODA) identifies the statistical model that yields maximum predictive accuracy, assesses the exact Type I error rate, and evaluates potential cross-generalizability.

Table of Contents

Prefacep. xi
Acknowledgmentsp. xiii
Introduction to the ODA Paradigmp. 3
What Is ODA?p. 3
Why Is ODA Superior to Other Data Analysis Programs?p. 5
Who Is the Audience for This Book and Software?p. 6
How Should the Reader Use This Book?p. 6
Basic Steps and Key Conceptsp. 7
Historical Perspectivep. 10
Thirty Hypothetical Applicationsp. 11
Now It Is Time to Start Analyzing Datap. 27
Using the ODA Softwarep. 29
The ODA Commandsp. 29
Running the ODA Softwarep. 37
Using ODA With PFEp. 38
Creating a Data Set for Analysis by ODAp. 45
Evaluating Classification Performancep. 57
How to Obtain an ODA Modelp. 61
Selecting Among Multiple Optimal Modelsp. 64
Assessing Model Stabilityp. 68
Standardizing Transformationsp. 70
Evaluating Statistical Significancep. 73
Analytic Methodologyp. 74
Fisher's Randomization Methodologyp. 77
Monte Carlo Methodologyp. 78
Specifying the Type I Error Ratep. 80
A Priori Alpha Splittingp. 83
Two-Category Class Variablesp. 87
Applications Involving Binary Attributesp. 87
Applications Involving Polychotomous Attributesp. 91
Applications Involving Ordinal Attributesp. 93
Applications Involving Continuous Attributesp. 101
Multicategory Class Variablesp. 107
Applications Involving Binary Attributesp. 108
Applications Involving Polychotomous Attributesp. 108
Applications Involving Ordinal Attributesp. 112
Applications Involving Continuous Attributesp. 115
Reliability Analysisp. 121
Inter-Rater Reliabilityp. 122
Parallel Forms Reliabilityp. 128
Split-Half Reliabilityp. 130
Temporal Reliabilityp. 132
Nonlinear Reliabilityp. 135
Intraclass Correlationp. 138
Validity Analysisp. 141
Hold-Out (Cross-Generalizability) Validityp. 142
Construct Validityp. 148
Convergent and Discriminant Validityp. 149
Optimizing Suboptimal Multivariable Modelsp. 155
Optimizing Fisher's Linear Discriminant Analysisp. 157
Optimizing Logistic Regression Analysisp. 160
Optimizing Complex Modelsp. 165
Multiple Sample Analysisp. 167
Pooling Samples and Simpson's Paradoxp. 168
The ODA Generalizability Algorithmp. 170
Evaluating Model Generalizability Across Samplesp. 172
Analyzing Randomized Block Designsp. 178
Optimizing Multiple Suboptimal Multiattribute Modelsp. 181
Sequential Analysesp. 187
Identifying Structure in Markov Transition Tablesp. 187
Analyzing Turnover Tablesp. 193
Autocorrelation (Time Series) Analysisp. 198
Repeated Measures (Within-Subjects) Analysisp. 203
Single-Case (N-of-1) Analysisp. 207
Iterative Decomposition Analysisp. 209
Stopping Rules for Iterative Analysesp. 212
Structural Decomposition With Sequential Datap. 214
Reliability, Bias, and Random Errorp. 223
Validity, Bias, and Random Errorp. 225
Epilogue: The Future of ODAp. 229
General-Purpose MultiODA Modelsp. 232
Special-Purpose MultiODA Modelsp. 233
Nonlinear Classification Tree Analysisp. 237
Users of ODAp. 239
Dunn and Sidak Adjusted Per-Comparison pp. 241
Troubleshooting: Common Problems and Their Possible Solutionsp. 249
Referencesp. 253
Indexp. 275
About the Authorsp. 287
Table of Contents provided by Rittenhouse. All Rights Reserved.

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