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# Extending the linear framework

As discussed in the previous chapter, the basic idea underlying linear regression is that some variables' values can be predicted by the following equation describing a line:

Here, the dependent variable Y has a linear relationship with a set of X values (that is, X values that are all raised to the power of 1). Of course, the various X values themselves can be nonlinear functions of other predictor variables; thus, by performing linear regression on nonlinear transformations of predictor variables we will be able to model nonlinear relationships in between variables.

## Polynomial regression

The simplest way to extend the ...

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