The aim of regression models is to model the variation of a quantitative response variable y in terms of the variation of one or several explanatory variables (x1, …, xp)⊤. We have already introduced such models in Chaps. 3and 7where linear models were written in (3.50) as $$\displaystyle{y = \mathcal{X}\beta +\varepsilon,}$$where y(n × 1) is the vector of observation for the response variable, $$\mathcal{X}(n \times p)$$is the data matrix of the p explanatory variables and $$\varepsilon$$are the errors.
CITATION STYLE
Härdle, W. K., & Simar, L. (2015). Regression Models. In Applied Multivariate Statistical Analysis (pp. 253–280). Springer Berlin Heidelberg. https://doi.org/10.1007/978-3-662-45171-7_8
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