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Designed for researchers primarily interested in what their data are revealing, this book presents statistical methods without burdening readers with matrix algebra and calculus. The book shows how high resolution, publication-ready graphics associated with regression and ANOVA methods are produced with virtually no effort by the SAS user.
Designed for researchers primarily interested in what their data are revealing, this book presents statistical methods without burdening readers with matrix algebra and calculus. The book shows how high resolution, publication-ready graphics associated with regression and ANOVA methods are produced with virtually no effort by the SAS user.
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Patricia F. Moodie is a Research Scholar in the Department of Mathematics and Statistics at the University of Winnipeg, Manitoba, Canada. Prior to that she was Head of Biostatistics in the Computer Department for Health Sciences in the College of Medicine, University of Manitoba, an adjunct lecturer in Biometry in the Department of Social and Preventive Medicine at the University of Manitoba, and a biostatistician in the Epidemiology and Biostatistics Department at the Manitoba Cancer Treatment and Research Foundation. Her statistical consulting and collaboration for over three decades as well as her substantive background in the biomedical sciences have made her appreciate the challenges in analyzing and interpreting real-life data. She received a BSc (Hons) in Biology at Memorial University of Newfoundland, an MSc in Zoology at the University of Alberta, and an MS in Biostatistics at the University of Illinois at Chicago. She has been an enthusiastic SAS user since 1980.
Dallas E. Johnson, Professor Emeritus in the Department of Statistics, Kansas State University, has published extensively in the areas of linear models, multiplicative interaction models, experimental design, and messy data analysis. He is the author of Applied Multivariate Methods for Data Analysts and co-author with George A. Milliken of the following books: Analysis of Messy Data, Vol. I - Designed Experiments, Vol. II - Nonreplicated Experiments, Vol. III - Analysis of Covariance, and Vol. I - Designed Experiments 2nd Edition. An active presenter of short courses, and a statistical consultant for over 50 years, he was the recipient of ASA's award for Excellence in Statistical Consulting in 2010. He received his B.S. degree in Mathematics Education, Kearney State College, a M.A.T. degree in Mathematics, Colorado State University, a M.S. degree in Mathematics, Western Michigan University, and a Ph.D. degree in Statistics, Colorado State University. He has been a SAS user and mentor since 1976.
Inhaltsangabe
1. Review of Some Basic Statistical Ideas 2. Introduction to Simple Linear Regression 3. Model Checking in Simple Linear Regression 4. Interpreting a Simple Linear Regression Analysis 5. Introduction to Multiple Linear Regression 6. Before Interpreting A Multiple Linear Regression 7. Additive Multiple Linear Regression 8. Two-Way Interaction Between Continuous Predictors 9. Qualitative and Continuous Predictor Interaction 10. Predictor Subset Selection 11. Evaluating Equality of Group Means 12. Simultaneous Inference 13. Adjusting Group Means for Nuisance Variables 14. Alternative Approaches
1. Review of Some Basic Statistical Ideas 2. Introduction to Simple Linear Regression 3. Model Checking in Simple Linear Regression 4. Interpreting a Simple Linear Regression Analysis 5. Introduction to Multiple Linear Regression 6. Before Interpreting A Multiple Linear Regression 7. Additive Multiple Linear Regression 8. Two-Way Interaction Between Continuous Predictors 9. Qualitative and Continuous Predictor Interaction 10. Predictor Subset Selection 11. Evaluating Equality of Group Means 12. Simultaneous Inference 13. Adjusting Group Means for Nuisance Variables 14. Alternative Approaches
1. Review of Some Basic Statistical Ideas 2. Introduction to Simple Linear Regression 3. Model Checking in Simple Linear Regression 4. Interpreting a Simple Linear Regression Analysis 5. Introduction to Multiple Linear Regression 6. Before Interpreting A Multiple Linear Regression 7. Additive Multiple Linear Regression 8. Two-Way Interaction Between Continuous Predictors 9. Qualitative and Continuous Predictor Interaction 10. Predictor Subset Selection 11. Evaluating Equality of Group Means 12. Simultaneous Inference 13. Adjusting Group Means for Nuisance Variables 14. Alternative Approaches
1. Review of Some Basic Statistical Ideas 2. Introduction to Simple Linear Regression 3. Model Checking in Simple Linear Regression 4. Interpreting a Simple Linear Regression Analysis 5. Introduction to Multiple Linear Regression 6. Before Interpreting A Multiple Linear Regression 7. Additive Multiple Linear Regression 8. Two-Way Interaction Between Continuous Predictors 9. Qualitative and Continuous Predictor Interaction 10. Predictor Subset Selection 11. Evaluating Equality of Group Means 12. Simultaneous Inference 13. Adjusting Group Means for Nuisance Variables 14. Alternative Approaches
Rezensionen
"... A must for someone that wants to work with theaforementioned models using SAS and wants a step-by-step guide on how and when toimplement those models. Each chapter is organized in a very similar manner. Itprovides theminimum amount of theory in a non-technical way at first, including when to use a specificmodel, what should be checked as assumptions and what to do when assumptions are not met."
David Manteigas, ISCB News, May 2024
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