orthogonal
F01QKF
Operations
with
orthogonal
matrices, form rows of
Q
, after
RQ
factorization
by
F01QJF
F06QMF
Orthogonal
similarity
transformation
of real
symmetric
matrix as a
sequence
of
plane
rotations
F08AFF
Form all or part of
orthogonal
Q
from
QR
factorization
determined by
F08AEF
or
F08BEF
F08AGF
Apply
orthogonal
transformation
determined by
F08AEF
or
F08BEF
F08AJF
Form all or part of
orthogonal
Q
from
LQ
factorization
determined by
F08AHF
F08AKF
Apply
orthogonal
transformation
determined by
F08AHF
F08FEF
Orthogonal
reduction
of real
symmetric
matrix to
symmetric
tridiagonal
form
F08FFF
Generate
orthogonal
transformation
matrix from
reduction
to
tridiagonal
form determined by
F08FEF
F08FGF
Apply
orthogonal
transformation
determined by
F08FEF
F08GEF
Orthogonal
reduction
of real
symmetric
matrix to
symmetric
tridiagonal
form,
packed
storage
F08GFF
Generate
orthogonal
transformation
matrix from
reduction
to
tridiagonal
form determined by
F08GEF
F08GGF
Apply
orthogonal
transformation
determined by
F08GEF
F08HEF
Orthogonal
reduction
of real
symmetric
band
matrix to
symmetric
tridiagonal
form
F08KEF
Orthogonal
reduction
of real general
rectangular
matrix to
bidiagonal
form
F08KFF
Generate
orthogonal
transformation
matrices from
reduction
to
bidiagonal
form determined by
F08KEF
F08KGF
Apply
orthogonal
transformations
from
reduction
to
bidiagonal
form determined by
F08KEF
F08NEF
Orthogonal
reduction
of real general matrix to
upper
Hessenberg
form
F08NFF
Generate
orthogonal
transformation
matrix from
reduction
to
Hessenberg
form determined by
F08NEF
F08NGF
Apply
orthogonal
transformation
matrix from
reduction
to
Hessenberg
form determined by
F08NEF
F08QFF
Reorder
Schur
factorization
of real matrix using
orthogonal
similarity
transformation
F08WEF
Orthogonal
reduction
of a pair of real general matrices to
generalized
upper
Hessenberg
form
G03BAF
Computes
orthogonal
rotations
for
loading
matrix,
generalized
orthomax
criterion
G04EAF
Computes
orthogonal
polynomials
or dummy variables for
factor/classification
variable
G05QAF
Computes a
random
orthogonal
matrix
Library Contents
Keywords in Context Index
© The Numerical Algorithms Group Ltd, Oxford UK. 2001