CXML
dapply_poly_genr
Apply polynomial preconditioner for general storage by
rows (Serial and Parallel Versions)
FORMAT
DAPPLY_POLY_GENR (job, p, a, ia, ja, nz, x, y, ndeg, n)
Arguments
job integer*4
On entry, defines the operation to be performed:
job = 0 : y = inverse(Q) * x
job = 1 : y = inverse(transp(Q)) * x
where Q is the polynomial preconditioner.
On exit, job is unchanged.
p real*8
On entry, a one-dimensional array of length at least
3*n that contains information for use by the polynomial
preconditioner and workspace.
On exit, the part of array P that contains the
information related to the polynomial preconditioner is
unchanged. The part used as workspace is overwritten.
a real*8
On entry, a one-dimensional array of length at least nz
containing the nonzero elements of the matrix A.
On exit, a is unchanged.
ia integer*4
On entry, a one-dimensional array of length at least
n+1, containing the starting indices of each row in
arrays JA and A.
On exit, ia is unchanged.
ja integer*4
On entry, a one-dimensional array of length at least
nz, containing the column values of each nonzero
element of the matrix A.
On exit, ja is unchanged.
nz integer*4
On entry, the number of nonzero elements stored in
array A.
On exit, nz is unchanged.
x real*8
On entry, a one-dimensional array of length at least n,
containing the elements of vector x, accessed with unit
increment.
On exit, x is unchanged.
y real*8
On entry, a one-dimensional array of length at least n.
On exit, array Y is overwritten by the output vector y.
The elements of array Y are accessed with unit
increment.
ndeg integer*4
On entry, the degree of the polynomial in the
polynomial preconditioner.
On exit, ndeg is unchanged.
n integer*4
On entry, the order of the matrix A.
On exit, n is unchanged.
Description
DAPPLY_POLY_GENR applies the polynomial preconditioner for a sparse matrix
stored using the general storage by rows scheme. The input vector, p,
contains information for use by the routine. This vector is generated by a
call to the routine DCREATE_POLY_GENR prior to a call to one of the
iterative solvers with polynomial preconditioning. Depending on the value
of the input parameter job, DAPPLY_POLY_GENR operates on either the
preconditioning matrix or its transpose.
This routine is available in both serial and parallel versions. The routine
names and parameter list are identical for both versions. For information
about linking to the serial or to the parallel library, refer to the CXML
Reference Manual.
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