v2.1 notebooks excluding 10,13
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---
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jupyter:
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jupytext:
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cell_metadata_filter: -all
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formats: ipynb,Rmd
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main_language: python
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text_representation:
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extension: .Rmd
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format_name: rmarkdown
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format_version: '1.2'
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jupytext_version: 1.14.7
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---
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# Chapter 4
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@@ -807,7 +794,7 @@ feature_std.std()
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```
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Notice that the standard deviations are not quite $1$ here; this is again due to some procedures using the $1/n$ convention for variances (in this case `scaler()`), while others use $1/(n-1)$ (the `std()` method). See the footnote on page 103.
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Notice that the standard deviations are not quite $1$ here; this is again due to some procedures using the $1/n$ convention for variances (in this case `scaler()`), while others use $1/(n-1)$ (the `std()` method). See the footnote on page 200.
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In this case it does not matter, as long as the variables are all on the same scale.
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Using the function `train_test_split()` we now split the observations into a test set,
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