QR factorization and the hat matrix Using the QR factorization defined in Appendix A.13, show that
H = QQ′. Hence, if qi is the ith row of Q, This means that if the QR factorization of X has been computed, hii is the sum of squares of the elements of qi, and the less-frequently used off-diagonal elements hij are the sums of products of the elements of qi and qj.
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