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Revision as of 21:53, 23 September 2004 editDcljr (talk | contribs)Extended confirmed users20,166 edits specified math-stub; edited first sentence; should this be its own article? see "White noise"← Previous edit Revision as of 21:55, 23 September 2004 edit undoDcljr (talk | contribs)Extended confirmed users20,166 editsm oops: in last edit, did not specify math-stub; added {{merge}} with White noiseNext edit →
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Revision as of 21:55, 23 September 2004

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In statistics, a random vector is said to be "white" if its elements are uncorrelated and have unit variance. This corresponds to a flat power spectrum.

A vector can be whitened to remove these correlations. This is useful in various procedures such as data compression.

Whitening a signal

X_white = E * A' * X

where X is the matrix to be whitened, E is the column matrix of Eigenvectors and A' is the transposed diagonal matrix of eigenvalues.

See also

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White noise

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