Lines Matching +full:- +full:d

7   Mat_SeqSBAIJ   *a = (Mat_SeqSBAIJ *)A->data, *b = (Mat_SeqSBAIJ *)C->data;
8 IS perm = b->row;
9 const PetscInt *ai, *aj, *perm_ptr, *bi = b->i, *bj = b->j;
10 PetscInt *a2anew, k, k1, jmin, jmax, *jl, *il, vj, nexti, ili, i, j, mbs = a->mbs;
11 MatScalar *ba = b->a, *aa, *ap, *dk, *uik;
12 MatScalar *u, *d, *w, *wp, u0, u1, u2, u3, u4, u5, u6, u7, u8, u9, u10, u11, u12;
16 PetscReal shift = info->shiftamount;
21 allowzeropivot = PetscNot(A->erroriffailure);
31 if (!a->permute) {
32 ai = a->i;
33 aj = a->j;
34 aa = a->a;
36 ai = a->inew;
37 aj = a->jnew;
39 PetscCall(PetscArraycpy(aa, a->a, 49 * ai[mbs]));
41 PetscCall(PetscArraycpy(a2anew, a->a2anew, ai[mbs]));
57 /* transform column-oriented blocks that lie in the lower triangle to row-oriented blocks */
59 /* printf("change orientation, row: %d, col: %d\n",i,aj[j]); */
60 ap = aa + j * 49; /* ptr to the beginning of j-th block of aa */
61 for (k = 0; k < 49; k++) dk[k] = ap[k]; /* dk <- j-th block of aa */
62 for (k = 0; k < 7; k++) { /* j-th block of aa <- dk^T */
73 /*initialize k-th row with elements nonzero in row perm(k) of A */
85 /* modify k-th row by adding in those rows i with U(i,k) != 0 */
93 ili = il[i]; /* index of first nonzero element in U(i,k:bms-1) */
95 /* uik = -inv(Di)*U_bar(i,k) */
96 d = ba + i * 49;
149 uik[0] = -(d[0] * u0 + d[7] * u1 + d[14] * u2 + d[21] * u3 + d[28] * u4 + d[35] * u5 + d[42] * u6);
150 uik[1] = -(d[1] * u0 + d[8] * u1 + d[15] * u2 + d[22] * u3 + d[29] * u4 + d[36] * u5 + d[43] * u6);
151 uik[2] = -(d[2] * u0 + d[9] * u1 + d[16] * u2 + d[23] * u3 + d[30] * u4 + d[37] * u5 + d[44] * u6);
152 uik[3] = -(d[3] * u0 + d[10] * u1 + d[17] * u2 + d[24] * u3 + d[31] * u4 + d[38] * u5 + d[45] * u6);
153 uik[4] = -(d[4] * u0 + d[11] * u1 + d[18] * u2 + d[25] * u3 + d[32] * u4 + d[39] * u5 + d[46] * u6);
154 uik[5] = -(d[5] * u0 + d[12] * u1 + d[19] * u2 + d[26] * u3 + d[33] * u4 + d[40] * u5 + d[47] * u6);
155 uik[6] = -(d[6] * u0 + d[13] * u1 + d[20] * u2 + d[27] * u3 + d[34] * u4 + d[41] * u5 + d[48] * u6);
157 uik[7] = -(d[0] * u7 + d[7] * u8 + d[14] * u9 + d[21] * u10 + d[28] * u11 + d[35] * u12 + d[42] * u13);
158 uik[8] = -(d[1] * u7 + d[8] * u8 + d[15] * u9 + d[22] * u10 + d[29] * u11 + d[36] * u12 + d[43] * u13);
159 uik[9] = -(d[2] * u7 + d[9] * u8 + d[16] * u9 + d[23] * u10 + d[30] * u11 + d[37] * u12 + d[44] * u13);
160 uik[10] = -(d[3] * u7 + d[10] * u8 + d[17] * u9 + d[24] * u10 + d[31] * u11 + d[38] * u12 + d[45] * u13);
161 uik[11] = -(d[4] * u7 + d[11] * u8 + d[18] * u9 + d[25] * u10 + d[32] * u11 + d[39] * u12 + d[46] * u13);
162 uik[12] = -(d[5] * u7 + d[12] * u8 + d[19] * u9 + d[26] * u10 + d[33] * u11 + d[40] * u12 + d[47] * u13);
163 uik[13] = -(d[6] * u7 + d[13] * u8 + d[20] * u9 + d[27] * u10 + d[34] * u11 + d[41] * u12 + d[48] * u13);
165 uik[14] = -(d[0] * u14 + d[7] * u15 + d[14] * u16 + d[21] * u17 + d[28] * u18 + d[35] * u19 + d[42] * u20);
166 uik[15] = -(d[1] * u14 + d[8] * u15 + d[15] * u16 + d[22] * u17 + d[29] * u18 + d[36] * u19 + d[43] * u20);
167 uik[16] = -(d[2] * u14 + d[9] * u15 + d[16] * u16 + d[23] * u17 + d[30] * u18 + d[37] * u19 + d[44] * u20);
168 uik[17] = -(d[3] * u14 + d[10] * u15 + d[17] * u16 + d[24] * u17 + d[31] * u18 + d[38] * u19 + d[45] * u20);
169 uik[18] = -(d[4] * u14 + d[11] * u15 + d[18] * u16 + d[25] * u17 + d[32] * u18 + d[39] * u19 + d[46] * u20);
170 uik[19] = -(d[5] * u14 + d[12] * u15 + d[19] * u16 + d[26] * u17 + d[33] * u18 + d[40] * u19 + d[47] * u20);
171 uik[20] = -(d[6] * u14 + d[13] * u15 + d[20] * u16 + d[27] * u17 + d[34] * u18 + d[41] * u19 + d[48] * u20);
173 uik[21] = -(d[0] * u21 + d[7] * u22 + d[14] * u23 + d[21] * u24 + d[28] * u25 + d[35] * u26 + d[42] * u27);
174 uik[22] = -(d[1] * u21 + d[8] * u22 + d[15] * u23 + d[22] * u24 + d[29] * u25 + d[36] * u26 + d[43] * u27);
175 uik[23] = -(d[2] * u21 + d[9] * u22 + d[16] * u23 + d[23] * u24 + d[30] * u25 + d[37] * u26 + d[44] * u27);
176 uik[24] = -(d[3] * u21 + d[10] * u22 + d[17] * u23 + d[24] * u24 + d[31] * u25 + d[38] * u26 + d[45] * u27);
177 uik[25] = -(d[4] * u21 + d[11] * u22 + d[18] * u23 + d[25] * u24 + d[32] * u25 + d[39] * u26 + d[46] * u27);
178 uik[26] = -(d[5] * u21 + d[12] * u22 + d[19] * u23 + d[26] * u24 + d[33] * u25 + d[40] * u26 + d[47] * u27);
179 uik[27] = -(d[6] * u21 + d[13] * u22 + d[20] * u23 + d[27] * u24 + d[34] * u25 + d[41] * u26 + d[48] * u27);
181 uik[28] = -(d[0] * u28 + d[7] * u29 + d[14] * u30 + d[21] * u31 + d[28] * u32 + d[35] * u33 + d[42] * u34);
182 uik[29] = -(d[1] * u28 + d[8] * u29 + d[15] * u30 + d[22] * u31 + d[29] * u32 + d[36] * u33 + d[43] * u34);
183 uik[30] = -(d[2] * u28 + d[9] * u29 + d[16] * u30 + d[23] * u31 + d[30] * u32 + d[37] * u33 + d[44] * u34);
184 uik[31] = -(d[3] * u28 + d[10] * u29 + d[17] * u30 + d[24] * u31 + d[31] * u32 + d[38] * u33 + d[45] * u34);
185 uik[32] = -(d[4] * u28 + d[11] * u29 + d[18] * u30 + d[25] * u31 + d[32] * u32 + d[39] * u33 + d[46] * u34);
186 uik[33] = -(d[5] * u28 + d[12] * u29 + d[19] * u30 + d[26] * u31 + d[33] * u32 + d[40] * u33 + d[47] * u34);
187 uik[34] = -(d[6] * u28 + d[13] * u29 + d[20] * u30 + d[27] * u31 + d[34] * u32 + d[41] * u33 + d[48] * u34);
189 uik[35] = -(d[0] * u35 + d[7] * u36 + d[14] * u37 + d[21] * u38 + d[28] * u39 + d[35] * u40 + d[42] * u41);
190 uik[36] = -(d[1] * u35 + d[8] * u36 + d[15] * u37 + d[22] * u38 + d[29] * u39 + d[36] * u40 + d[43] * u41);
191 uik[37] = -(d[2] * u35 + d[9] * u36 + d[16] * u37 + d[23] * u38 + d[30] * u39 + d[37] * u40 + d[44] * u41);
192 uik[38] = -(d[3] * u35 + d[10] * u36 + d[17] * u37 + d[24] * u38 + d[31] * u39 + d[38] * u40 + d[45] * u41);
193 uik[39] = -(d[4] * u35 + d[11] * u36 + d[18] * u37 + d[25] * u38 + d[32] * u39 + d[39] * u40 + d[46] * u41);
194 uik[40] = -(d[5] * u35 + d[12] * u36 + d[19] * u37 + d[26] * u38 + d[33] * u39 + d[40] * u40 + d[47] * u41);
195 uik[41] = -(d[6] * u35 + d[13] * u36 + d[20] * u37 + d[27] * u38 + d[34] * u39 + d[41] * u40 + d[48] * u41);
197 uik[42] = -(d[0] * u42 + d[7] * u43 + d[14] * u44 + d[21] * u45 + d[28] * u46 + d[35] * u47 + d[42] * u48);
198 uik[43] = -(d[1] * u42 + d[8] * u43 + d[15] * u44 + d[22] * u45 + d[29] * u46 + d[36] * u47 + d[43] * u48);
199 uik[44] = -(d[2] * u42 + d[9] * u43 + d[16] * u44 + d[23] * u45 + d[30] * u46 + d[37] * u47 + d[44] * u48);
200 uik[45] = -(d[3] * u42 + d[10] * u43 + d[17] * u44 + d[24] * u45 + d[31] * u46 + d[38] * u47 + d[45] * u48);
201 uik[46] = -(d[4] * u42 + d[11] * u43 + d[18] * u44 + d[25] * u45 + d[32] * u46 + d[39] * u47 + d[46] * u48);
202 uik[47] = -(d[5] * u42 + d[12] * u43 + d[19] * u44 + d[26] * u45 + d[33] * u46 + d[40] * u47 + d[47] * u48);
203 uik[48] = -(d[6] * u42 + d[13] * u43 + d[20] * u44 + d[27] * u45 + d[34] * u46 + d[41] * u47 + d[48] * u48);
205 /* update D(k) += -U(i,k)^T * U_bar(i,k) */
264 /* update -U(i,k) */
267 /* add multiple of row i to k-th row ... */
272 /* w += -U(i,k)^T * U_bar(i,j) */
382 PetscCall(PetscLogFlops(2.0 * 343.0 * (jmax - jmin)));
385 il[i] = jmin; /* update il(i) in column k+1, ... mbs-1 */
393 /* save nonzero entries in k-th row of U ... */
396 d = ba + k * 49;
397 PetscCall(PetscArraycpy(d, dk, 49));
398 PetscCall(PetscKernel_A_gets_inverse_A_7(d, shift, allowzeropivot, &zeropivotdetected));
399 if (zeropivotdetected) C->factorerrortype = MAT_FACTOR_NUMERIC_ZEROPIVOT;
414 /* ... add k to row list for first nonzero entry in k-th row */
425 if (a->permute) PetscCall(PetscFree(aa));
429 C->ops->solve = MatSolve_SeqSBAIJ_7_inplace;
430 C->ops->solvetranspose = MatSolve_SeqSBAIJ_7_inplace;
431 C->assembled = PETSC_TRUE;
432 C->preallocated = PETSC_TRUE;
434 PetscCall(PetscLogFlops(1.3333 * 343 * b->mbs)); /* from inverting diagonal blocks */