Linear statistical models are mathematical models which are linear in the unknown parameters and which include a random error term. This error term is what makes the models "statistical". These models lead to the methodology usually called "multiple regression" or "analysis of variance" and have wide applicability in the physical, biological, social, engineering, and business sciences.
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JAMES H. STAPLETON teaches in the Department of Statistics and Probability at Michigan State University.
Linear Statistical Models
Developed and refined over a period of twenty years, the material in this book offers an especially lucid presentation of linear statistical models. These models lead to what is usually called "multiple regression" or "analysis of variance" methodology, which, in turn, opens up a wide range of applications to the physical, biological, and social sciences, as well as to business, agriculture, and engineering. Unlike similar books on this topic, Linear Statistical Models emphasizes the geometry of vector spaces because of the intuitive insights this approach brings to an understanding of the theory. While the focus is on theory, examples of applications, using the SAS and S-Plus packages, are included. Prerequisites include some familiarity with linear algebra, and probability and statistics at the postcalculus level.
Major topics covered include:
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