DSVectors#
Compute vectors associated to the dense system such as eigenvectors.
Synopsis#
Logically Collective
Input Parameters#
ds - the direct solver context
mat - the matrix, used to indicate which vectors are required
Input/Output Parameter#
j - (optional) index of vector to be computed
Output Parameter#
rnorm - (optional) computed residual norm
Notes#
Allowed values for mat are DS_MAT_X, DS_MAT_Y, DS_MAT_U and DS_MAT_V, to
compute right or left eigenvectors, or left or right singular vectors,
respectively.
If NULL is passed in argument j then all vectors are computed,
otherwise j indicates which vector must be computed. In real non-symmetric
problems, on exit the index j will be incremented when a complex conjugate
pair is found.
This function can be invoked after the dense problem has been solved,
to get the residual norm estimate of the associated Ritz pair. In that
case, the relevant information is returned in rnorm.
For computing eigenvectors, LAPACK’s _trevc is used so the matrix must
be in (quasi-)triangular form, or call DSSolve() first.
See Also#
Level#
intermediate
Location#
Implementations#
DSVectors_GHEP() in src/sys/classes/ds/impls/ghep/dsghep.c
DSVectors_GHIEP() in src/sys/classes/ds/impls/ghiep/dsghiep.c
DSVectors_GNHEP() in src/sys/classes/ds/impls/gnhep/dsgnhep.c
DSVectors_GSVD() in src/sys/classes/ds/impls/gsvd/dsgsvd.c
DSVectors_HEP() in src/sys/classes/ds/impls/hep/dshep.c
DSVectors_HSVD() in src/sys/classes/ds/impls/hsvd/dshsvd.c
DSVectors_NEP() in src/sys/classes/ds/impls/nep/dsnep.c
DSVectors_NHEP() in src/sys/classes/ds/impls/nhep/dsnhep.c
DSVectors_NHEPTS() in src/sys/classes/ds/impls/nhepts/dsnhepts.c
DSVectors_PEP() in src/sys/classes/ds/impls/pep/dspep.c
DSVectors_SVD() in src/sys/classes/ds/impls/svd/dssvd.c
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