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_doc/technical/plot_parallelized_reduction.py

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norm(X)_i = \\frac{ X_i - \\mathbb{E}X}{ \\sqrt{ \\mathbb{V}X}}
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With :math:`\\mathbb{E}X = mean(X)`,
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:math:`\\mathbb{V}X = mean\\left(\\left(X - mean(X)\\rigth)^2\\right)`.
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:math:`\\mathbb{V}X = mean\\left(\\left(X - mean(X)\\right)^2\\right)`.
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We draw 128 random permutations of X. The average or mean should not change.
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And the normalized vector should have the same values. In the first case, we compute
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the difference between the highest and the lowest values obtained for the average.

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