Bootstrapping
The principle of (nonparametric) bootstrapping is to create a number of sample K of size N drawn with replacement from the original sample, where N is the original sample size. The parameters are estimated for each sample separately. This allows computing their confidence intervals, a measure of the variability of the parameters. Apart from making deviations from normal distributions less problematic, using bootstrapping is useful for samples that have a small number of observations (less than 100), as with ours.
We will discuss bootstrapping in Chapter 14, Cross-validation and Bootstrapping Using Caret and Exporting Predictive Models Using PMML, but let's have a sneak-peek now! Bootstrapping is easily performed using several functions ...
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