Lines Matching refs:i
30 CEED_QFUNCTION_HELPER CeedInt MaxEntryRow(const CeedScalar *A, CeedInt N, CeedInt i) { in MaxEntryRow() argument
31 CeedInt j_max = i + 1; in MaxEntryRow()
32 for (CeedInt j = i + 2; j < N; j++) in MaxEntryRow()
33 if (fabs(A[i * N + j]) > fabs(A[i * N + j_max])) j_max = j; in MaxEntryRow()
48 for (CeedInt i = 1; i < N - 1; i++) { in MaxEntry() local
49 CeedInt j = max_idx_row[i]; in MaxEntry()
50 if (fabs(A[i * N + j]) > max_entry) { in MaxEntry()
51 max_entry = fabs(A[i * N + j]); in MaxEntry()
52 *i_max = i; in MaxEntry()
67 CEED_QFUNCTION_HELPER void CalcRot(const CeedScalar *A, CeedInt N, CeedInt i, CeedInt j, CeedScalar… in CalcRot() argument
69 CeedScalar A_jj_ii = (A[j * N + j] - A[i * N + i]); in CalcRot()
74 CeedScalar A_ij = A[i * N + j]; in CalcRot()
155 CEED_QFUNCTION_HELPER void ApplyRot(CeedScalar *A, CeedInt N, CeedInt i, CeedInt j, CeedInt *max_id… in ApplyRot() argument
157 A[i * N + i] -= rotmat_cst[2] * A[i * N + j]; in ApplyRot()
158 A[j * N + j] += rotmat_cst[2] * A[i * N + j]; in ApplyRot()
165 A[i * N + j] = 0.0; in ApplyRot()
168 …for (CeedInt w = 0; w < i; w++) { // 0 <= w < i < … in ApplyRot()
169 …A[i * N + w] = A[w * N + i]; // backup the previou… in ApplyRot()
170 …A[w * N + i] = rotmat_cst[0] * A[w * N + i] - rotmat_cst[1] * A[w * N + j]; // A[w][i], A[w][j] f… in ApplyRot()
171 if (i == max_idx_row[w]) max_idx_row[w] = MaxEntryRow(A, N, w); in ApplyRot()
172 else if (fabs(A[w * N + i]) > fabs(A[w * N + max_idx_row[w]])) max_idx_row[w] = i; in ApplyRot()
174 …for (CeedInt w = i + 1; w < j; w++) { // 0 <= i < w < … in ApplyRot()
175 …A[w * N + i] = A[i * N + w]; // backup the previou… in ApplyRot()
176 …A[i * N + w] = rotmat_cst[0] * A[i * N + w] - rotmat_cst[1] * A[w * N + j]; // A[i][w], A[w][j] f… in ApplyRot()
179 …A[w * N + i] = A[i * N + w]; // backup the previou… in ApplyRot()
180 …A[i * N + w] = rotmat_cst[0] * A[i * N + w] - rotmat_cst[1] * A[j * N + w]; // A[i][w], A[j][w] f… in ApplyRot()
184 max_idx_row[i] = MaxEntryRow(A, N, i); in ApplyRot()
187 …for (CeedInt w = 0; w < i; w++) { // 0 <= w < i < … in ApplyRot()
188 …A[w * N + j] = rotmat_cst[1] * A[i * N + w] + rotmat_cst[0] * A[w * N + j]; // A[i][w], A[w][j] f… in ApplyRot()
192 …for (CeedInt w = i + 1; w < j; w++) { // 0 <= i+1 <= w < … in ApplyRot()
193 …A[w * N + j] = rotmat_cst[1] * A[w * N + i] + rotmat_cst[0] * A[w * N + j]; // A[w][i], A[w][j] f… in ApplyRot()
198 …A[j * N + w] = rotmat_cst[1] * A[w * N + i] + rotmat_cst[0] * A[j * N + w]; // A[w][i], A[j][w] f… in ApplyRot()
214 CEED_QFUNCTION_HELPER void ApplyRotLeft(CeedScalar *A, CeedInt N, CeedInt i, CeedInt j, CeedScalar … in ApplyRotLeft() argument
217 CeedScalar Aiv = A[i * N + v]; in ApplyRotLeft()
218 A[i * N + v] = rotmat_cst[0] * A[i * N + v] - rotmat_cst[1] * A[j * N + v]; in ApplyRotLeft()
232 for (CeedInt i = 0; i < N - 1; i++) { in SortRows() local
233 CeedInt i_max = i; in SortRows()
234 for (CeedInt j = i + 1; j < N; j++) { in SortRows()
253 SwapScalar(&eval[i], &eval[i_max]); in SortRows()
254 for (CeedInt k = 0; k < N; k++) SwapScalar(&evec[i * N + k], &evec[i_max * N + k]); in SortRows()
282 for (CeedInt i = 0; i < N; i++) in Diagonalize() local
283 …for (CeedInt j = 0; j < N; j++) evec[i * N + j] = (i == j) ? 1.0 : 0.0; // Set evec equal to the … in Diagonalize()
285 for (CeedInt i = 0; i < N - 1; i++) max_idx_row[i] = MaxEntryRow(A, N, i); in Diagonalize() local
291 CeedInt i, j; in Diagonalize() local
292 MaxEntry(A, N, max_idx_row, &i, &j); in Diagonalize()
295 …if ((A[i * N + i] + A[i * N + j] == A[i * N + i]) && (A[j * N + j] + A[i * N + j] == A[j * N + j])… in Diagonalize()
296 A[i * N + j] = 0.0; in Diagonalize()
297 max_idx_row[i] = MaxEntryRow(A, N, i); in Diagonalize()
300 if (A[i * N + j] == 0.0) break; in Diagonalize()
302 …CalcRot(A, N, i, j, rotmat_cst); // Calculate the parameters of the rotation matrix. in Diagonalize()
303 ApplyRot(A, N, i, j, max_idx_row, rotmat_cst); // Apply this rotation to the A matrix. in Diagonalize()
304 if (calc_evec) ApplyRotLeft(evec, N, i, j, rotmat_cst); in Diagonalize()
307 for (CeedInt i = 0; i < N; i++) eval[i] = A[i * N + i]; in Diagonalize() local