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  1. In the second edition, we have added chapters on Bayesian inference in linear models (Chapter 11) and linear mixed models (Chapter 17), and have upgraded the material in all other …

  2. Linear models can be used to explain or model the relationship between a response, or dependent, variable and one or more explanatory variables, or covariates or predictors. For …

  3. 1 Examples of the General Linear Model Complementary reading from Monahan: Chapter 1. at general form of a linear model is given by X = Y + ;

  4. What if X and Y have a relationship, but it’s not linear? ---Note that the linear model is actually super flexible and can allow for all kinds of nonlinear relationships.

  5. In addition to the specific distribution, need to specify a link function that describes how the mean of the response is related to a linear combination of predictors

  6. The alternative model representations for these ANOVA and AN-COVA models make it clear that these are linear models. Let’s continue with matrix representation of these models.

  7. Example 1.1 (Linear model for GDP). We consider the problem of building a linear model to pre-dict the gross domestic product (GDP) of a state in the US from its population and …