/*
Assume that we are given a fine and coarse topology and the
coarse degrees of freedom (DOFs) have been chosen. Assume also,
that the global interpolation matrix dof_DOF has a prescribed
nonzero pattern. Then, the fine degrees of freedom can be split
into 4 groups (here "i" stands for "interior"):
NODEidof - dofs which are interpolated only from the DOF
in one coarse vertex
EDGEidof - dofs which are interpolated only from the DOFs
in one coarse edge
FACEidof - dofs which are interpolated only from the DOFs
in one coarse face
ELEMidof - dofs which are interpolated only from the DOFs
in one coarse element
The interpolation operator dof_DOF can be build in 4 steps, by
consequently filling-in the rows corresponding to the above groups.
The code below uses harmonic extension to extend the interpolation
from one group to the next.
*/
HYPRE_Int hypre_ND1AMGeInterpolation (hypre_ParCSRMatrix * Aee,
hypre_ParCSRMatrix * ELEM_idof,
hypre_ParCSRMatrix * FACE_idof,
hypre_ParCSRMatrix * EDGE_idof,
hypre_ParCSRMatrix * ELEM_FACE,
hypre_ParCSRMatrix * ELEM_EDGE,
HYPRE_Int num_OffProcRows,
hypre_MaxwellOffProcRow ** OffProcRows,
hypre_IJMatrix * IJ_dof_DOF)
{
HYPRE_Int ierr = 0;
HYPRE_Int i, j, k;
HYPRE_Int *offproc_rnums, *swap;
hypre_ParCSRMatrix * dof_DOF = hypre_IJMatrixObject(IJ_dof_DOF);
hypre_ParCSRMatrix * ELEM_DOF = ELEM_EDGE;
hypre_ParCSRMatrix * ELEM_FACEidof;
hypre_ParCSRMatrix * ELEM_EDGEidof;
hypre_CSRMatrix *A, *P;
HYPRE_Int numELEM = hypre_CSRMatrixNumRows(hypre_ParCSRMatrixDiag(ELEM_EDGE));
HYPRE_Int getrow_ierr;
HYPRE_Int three_dimensional_problem;
MPI_Comm comm= hypre_ParCSRMatrixComm(Aee);
HYPRE_Int myproc;
hypre_MPI_Comm_rank(comm, &myproc);
#if 0
hypre_IJMatrix * ij_dof_DOF = hypre_CTAlloc(hypre_IJMatrix, 1);
/* Convert dof_DOF to IJ matrix, so we can use AddToValues */
hypre_IJMatrixComm(ij_dof_DOF) = hypre_ParCSRMatrixComm(dof_DOF);
hypre_IJMatrixRowPartitioning(ij_dof_DOF) =
hypre_ParCSRMatrixRowStarts(dof_DOF);
hypre_IJMatrixColPartitioning(ij_dof_DOF) =
hypre_ParCSRMatrixColStarts(dof_DOF);
hypre_IJMatrixObject(ij_dof_DOF) = dof_DOF;
hypre_IJMatrixAssembleFlag(ij_dof_DOF) = 1;
#endif
/* sort the offproc rows to get quicker comparison for later */
if (num_OffProcRows)
{
offproc_rnums= hypre_TAlloc(HYPRE_Int, num_OffProcRows);
swap = hypre_TAlloc(HYPRE_Int, num_OffProcRows);
for (i= 0; i< num_OffProcRows; i++)
{
offproc_rnums[i]=(OffProcRows[i] -> row);
swap[i] = i;
}
}
if (num_OffProcRows > 1)
{
hypre_qsort2i(offproc_rnums, swap, 0, num_OffProcRows-1);
}
if (FACE_idof == EDGE_idof)
three_dimensional_problem = 0;
else
three_dimensional_problem = 1;
/* ELEM_FACEidof = ELEM_FACE x FACE_idof */
if (three_dimensional_problem)
ELEM_FACEidof = hypre_ParMatmul(ELEM_FACE, FACE_idof);
/* ELEM_EDGEidof = ELEM_EDGE x EDGE_idof */
ELEM_EDGEidof = hypre_ParMatmul(ELEM_EDGE, EDGE_idof);
/* Loop over local coarse elements */
k = hypre_ParCSRMatrixFirstRowIndex(ELEM_EDGE);
for (i = 0; i < numELEM; i++, k++)
{
HYPRE_Int size1, size2;
HYPRE_Int *col_ind0, *col_ind1, *col_ind2;
HYPRE_Int num_DOF, *DOF0, *DOF;
HYPRE_Int num_idof, *idof0, *idof;
HYPRE_Int num_bdof, *bdof;
double *boolean_data;
/* Determine the coarse DOFs */
hypre_ParCSRMatrixGetRow (ELEM_DOF, k, &num_DOF, &DOF0, &boolean_data);
DOF= hypre_TAlloc(HYPRE_Int, num_DOF);
for (j= 0; j< num_DOF; j++)
{
DOF[j]= DOF0[j];
}
hypre_ParCSRMatrixRestoreRow (ELEM_DOF, k, &num_DOF, &DOF0, &boolean_data);
qsort0(DOF,0,num_DOF-1);
/* Find the fine dofs interior for the current coarse element */
hypre_ParCSRMatrixGetRow (ELEM_idof, k, &num_idof, &idof0, &boolean_data);
idof= hypre_TAlloc(HYPRE_Int, num_idof);
for (j= 0; j< num_idof; j++)
{
idof[j]= idof0[j];
}
hypre_ParCSRMatrixRestoreRow (ELEM_idof, k, &num_idof, &idof0, &boolean_data);
/* Sort the interior dofs according to their global number */
qsort0(idof,0,num_idof-1);
/* Find the fine dofs on the boundary of the current coarse element */
if (three_dimensional_problem)
{
hypre_ParCSRMatrixGetRow (ELEM_FACEidof, k, &size1, &col_ind0, &boolean_data);
col_ind1= hypre_TAlloc(HYPRE_Int, size1);
for (j= 0; j< size1; j++)
{
col_ind1[j]= col_ind0[j];
}
hypre_ParCSRMatrixRestoreRow (ELEM_FACEidof, k, &size1, &col_ind0, &boolean_data);
}
else
size1 = 0;
hypre_ParCSRMatrixGetRow (ELEM_EDGEidof, k, &size2, &col_ind0, &boolean_data);
col_ind2= hypre_TAlloc(HYPRE_Int, size2);
for (j= 0; j< size2; j++)
{
col_ind2[j]= col_ind0[j];
}
hypre_ParCSRMatrixRestoreRow (ELEM_EDGEidof, k, &size2, &col_ind0, &boolean_data);
/* Merge and sort the boundary dofs according to their global number */
num_bdof = size1 + size2;
bdof = hypre_CTAlloc(HYPRE_Int, num_bdof);
if (three_dimensional_problem)
memcpy(bdof, col_ind1, size1*sizeof(HYPRE_Int));
memcpy(bdof+size1, col_ind2, size2*sizeof(HYPRE_Int));
qsort0(bdof,0,num_bdof-1);
/* A = extract_rows(Aee, idof) */
A = hypre_CSRMatrixCreate (num_idof, num_idof + num_bdof,
num_idof * (num_idof + num_bdof));
hypre_CSRMatrixInitialize(A);
{
HYPRE_Int *I = hypre_CSRMatrixI(A);
HYPRE_Int *J = hypre_CSRMatrixJ(A);
double *data = hypre_CSRMatrixData(A);
HYPRE_Int *tmp_J;
double *tmp_data;
I[0] = 0;
for (j = 0; j < num_idof; j++)
{
getrow_ierr= hypre_ParCSRMatrixGetRow (Aee, idof[j], &I[j+1], &tmp_J, &tmp_data);
if (getrow_ierr <0)
hypre_printf("getrow Aee off proc[%d] = \n",myproc);
memcpy(J, tmp_J, I[j+1]*sizeof(HYPRE_Int));
memcpy(data, tmp_data, I[j+1]*sizeof(double));
J+= I[j+1];
data+= I[j+1];
hypre_ParCSRMatrixRestoreRow (Aee, idof[j], &I[j+1], &tmp_J, &tmp_data);
I[j+1] += I[j];
}
}
/* P = extract_rows(dof_DOF, idof+bdof) */
P = hypre_CSRMatrixCreate (num_idof + num_bdof, num_DOF,
(num_idof + num_bdof) * num_DOF);
hypre_CSRMatrixInitialize(P);
{
HYPRE_Int *I = hypre_CSRMatrixI(P);
HYPRE_Int *J = hypre_CSRMatrixJ(P);
double *data = hypre_CSRMatrixData(P);
HYPRE_Int m;
HYPRE_Int *tmp_J;
double *tmp_data;
I[0] = 0;
for (j = 0; j < num_idof; j++)
{
getrow_ierr= hypre_ParCSRMatrixGetRow (dof_DOF, idof[j], &I[j+1], &tmp_J, &tmp_data);
if (getrow_ierr >= 0)
{
memcpy(J, tmp_J, I[j+1]*sizeof(HYPRE_Int));
memcpy(data, tmp_data, I[j+1]*sizeof(double));
J+= I[j+1];
data+= I[j+1];
hypre_ParCSRMatrixRestoreRow (dof_DOF, idof[j], &I[j+1], &tmp_J, &tmp_data);
I[j+1] += I[j];
}
else /* row offproc */
{
hypre_ParCSRMatrixRestoreRow (dof_DOF, idof[j], &I[j+1], &tmp_J, &tmp_data);
/* search for OffProcRows */
m= 0;
while (m < num_OffProcRows)
{
if (offproc_rnums[m] == idof[j])
{
break;
}
else
{
m++;
}
}
I[j+1]= (OffProcRows[swap[m]] -> ncols);
tmp_J = (OffProcRows[swap[m]] -> cols);
tmp_data= (OffProcRows[swap[m]] -> data);
memcpy(J, tmp_J, I[j+1]*sizeof(HYPRE_Int));
memcpy(data, tmp_data, I[j+1]*sizeof(double));
J+= I[j+1];
data+= I[j+1];
I[j+1] += I[j];
}
}
for ( ; j < num_idof + num_bdof; j++)
{
getrow_ierr= hypre_ParCSRMatrixGetRow (dof_DOF, bdof[j-num_idof], &I[j+1], &tmp_J, &tmp_data);
if (getrow_ierr >= 0)
{
memcpy(J, tmp_J, I[j+1]*sizeof(HYPRE_Int));
memcpy(data, tmp_data, I[j+1]*sizeof(double));
J+= I[j+1];
data+= I[j+1];
hypre_ParCSRMatrixRestoreRow (dof_DOF, bdof[j-num_idof], &I[j+1], &tmp_J, &tmp_data);
I[j+1] += I[j];
}
else /* row offproc */
{
hypre_ParCSRMatrixRestoreRow (dof_DOF, bdof[j-num_idof], &I[j+1], &tmp_J, &tmp_data);
/* search for OffProcRows */
m= 0;
while (m < num_OffProcRows)
{
if (offproc_rnums[m] == bdof[j-num_idof])
{
break;
}
else
{
m++;
}
}
if (m>= num_OffProcRows)hypre_printf("here the mistake\n");
I[j+1]= (OffProcRows[swap[m]] -> ncols);
tmp_J = (OffProcRows[swap[m]] -> cols);
tmp_data= (OffProcRows[swap[m]] -> data);
memcpy(J, tmp_J, I[j+1]*sizeof(HYPRE_Int));
memcpy(data, tmp_data, I[j+1]*sizeof(double));
J+= I[j+1];
data+= I[j+1];
I[j+1] += I[j];
}
}
}
/* Pi = Aii^{-1} Aib Pb */
hypre_HarmonicExtension (A, P, num_DOF, DOF,
num_idof, idof, num_bdof, bdof);
/* Insert Pi in dof_DOF */
{
HYPRE_Int * ncols = hypre_CTAlloc(HYPRE_Int, num_idof);
for (j = 0; j < num_idof; j++)
ncols[j] = num_DOF;
hypre_IJMatrixAddToValuesParCSR (IJ_dof_DOF,
num_idof, ncols, idof,
hypre_CSRMatrixJ(P),
hypre_CSRMatrixData(P));
hypre_TFree(ncols);
}
hypre_TFree(DOF);
hypre_TFree(idof);
if (three_dimensional_problem)
{
hypre_TFree(col_ind1);
}
hypre_TFree(col_ind2);
hypre_TFree(bdof);
hypre_CSRMatrixDestroy(A);
hypre_CSRMatrixDestroy(P);
}
#if 0
hypre_TFree(ij_dof_DOF);
#endif
if (three_dimensional_problem)
hypre_ParCSRMatrixDestroy(ELEM_FACEidof);
hypre_ParCSRMatrixDestroy(ELEM_EDGEidof);
if (num_OffProcRows)
{
hypre_TFree(offproc_rnums);
hypre_TFree(swap);
}
return ierr;
}
HYPRE_Int
HYPRE_IJMatrixAddToValues( HYPRE_IJMatrix matrix,
HYPRE_Int nrows,
HYPRE_Int *ncols,
const HYPRE_Int *rows,
const HYPRE_Int *cols,
const HYPRE_Complex *values )
{
hypre_IJMatrix *ijmatrix = (hypre_IJMatrix *) matrix;
if (nrows == 0)
return hypre_error_flag;
if (!ijmatrix)
{
hypre_error_in_arg(1);
return hypre_error_flag;
}
if (nrows < 0)
{
hypre_error_in_arg(2);
return hypre_error_flag;
}
if (!ncols)
{
hypre_error_in_arg(3);
return hypre_error_flag;
}
if (!rows)
{
hypre_error_in_arg(4);
return hypre_error_flag;
}
if (!cols)
{
hypre_error_in_arg(5);
return hypre_error_flag;
}
if (!values)
{
hypre_error_in_arg(6);
return hypre_error_flag;
}
if ( hypre_IJMatrixObjectType(ijmatrix) == HYPRE_PARCSR )
{
if (hypre_IJMatrixOMPFlag(ijmatrix))
return( hypre_IJMatrixAddToValuesOMPParCSR( ijmatrix, nrows, ncols,
rows, cols, values ) );
else
return( hypre_IJMatrixAddToValuesParCSR( ijmatrix, nrows, ncols,
rows, cols, values ) );
}
else
{
hypre_error_in_arg(1);
}
return hypre_error_flag;
}
