QR decomposition (original) (raw)
Given a matrix A, its QR decomposition refers to a factorisation of A
A = QR,
where Q is a orthogonal matrix (_QQ_T = I), and R is a upper triangular matrix.
Given a matrix A, its QR decomposition refers to a factorisation of A
A = QR,
where Q is a orthogonal matrix (_QQ_T = I), and R is a upper triangular matrix.