May 2015
Intermediate to advanced
384 pages
9h 20m
English
In Section 1.1, we considered a
-dimensional random vector
with
and covariance matrix
. If

is the eigenvalue–eigenvector decomposition for the covariance matrix, we saw that
could be decomposed as

for
zero mean, uncorrelated random variables having
. The
provide a new set of variables that are called the principal components of
. One may, for example, ...
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