X-Git-Url: http://review.tizen.org/git/?a=blobdiff_plain;f=isl_coalesce.c;h=22524aa7b64a95d2c5a7b7202b655fb6a3d92d7e;hb=5548aa4b6deb6a95c5781f0547472a713cf01d74;hp=82bd88f5b71013ac7b1f86c6396cd8447bddf93e;hpb=c99c8c9459bb142dcba40d16efe4f88c4bbadd84;p=platform%2Fupstream%2Fisl.git diff --git a/isl_coalesce.c b/isl_coalesce.c index 82bd88f..22524aa 100644 --- a/isl_coalesce.c +++ b/isl_coalesce.c @@ -11,8 +11,9 @@ */ #include "isl_map_private.h" -#include "isl_seq.h" +#include #include "isl_tab.h" +#include #define STATUS_ERROR -1 #define STATUS_REDUNDANT 1 @@ -270,7 +271,8 @@ static int check_facets(struct isl_map *map, int i, int j, for (k = 0; k < map->p[i]->n_ineq; ++k) { if (ineq_i[k] != STATUS_CUT) continue; - tabs[i] = isl_tab_select_facet(tabs[i], n_eq + k); + if (isl_tab_select_facet(tabs[i], n_eq + k) < 0) + return -1; for (l = 0; l < map->p[j]->n_ineq; ++l) { int stat; if (ineq_j[l] != STATUS_CUT) @@ -395,7 +397,8 @@ static int is_extension(struct isl_map *map, int i, int j, int k, snap = isl_tab_snap(tabs[i]); tabs[i] = isl_tab_relax(tabs[i], n_eq + k); snap2 = isl_tab_snap(tabs[i]); - tabs[i] = isl_tab_select_facet(tabs[i], n_eq + k); + if (isl_tab_select_facet(tabs[i], n_eq + k) < 0) + return -1; super = contains(map, j, ineq_j, tabs[i]); if (super) { if (isl_tab_rollback(tabs[i], snap2) < 0) @@ -582,7 +585,8 @@ static int can_wrap_in_facet(struct isl_map *map, int i, int j, int k, snap = isl_tab_snap(tabs[i]); - tabs[i] = isl_tab_select_facet(tabs[i], map->p[i]->n_eq + k); + if (isl_tab_select_facet(tabs[i], map->p[i]->n_eq + k) < 0) + goto error; if (isl_tab_detect_redundant(tabs[i]) < 0) goto error; @@ -643,7 +647,7 @@ static void set_is_redundant(struct isl_tab *tab, unsigned n_eq, } } -/* Given a pair of basic maps i and j such that j stick out +/* Given a pair of basic maps i and j such that j sticks out * of i at n cut constraints, each time by at most one, * try to compute wrapping constraints and replace the two * basic maps by a single basic map. @@ -653,7 +657,7 @@ static void set_is_redundant(struct isl_tab *tab, unsigned n_eq, * wrapped around their ridges, except those ridges determined * by any of the other cut constraints. * The intersections of cut constraints need to be ignored - * as the result of wrapping on cur constraint around another + * as the result of wrapping one cut constraint around another * would result in a constraint cutting the union. * In each case, the facets are wrapped to include the union * of the two basic maps. @@ -700,8 +704,8 @@ static int wrap_in_facets(struct isl_map *map, int i, int j, wraps->n_row = 0; for (k = 0; k < n; ++k) { - tabs[i] = isl_tab_select_facet(tabs[i], - map->p[i]->n_eq + cuts[k]); + if (isl_tab_select_facet(tabs[i], map->p[i]->n_eq + cuts[k]) < 0) + goto error; if (isl_tab_detect_redundant(tabs[i]) < 0) goto error; set_is_redundant(tabs[i], map->p[i]->n_eq, cuts, n, k, 1); @@ -719,7 +723,8 @@ static int wrap_in_facets(struct isl_map *map, int i, int j, isl_seq_cpy(bound->el, map->p[i]->ineq[cuts[k]], 1 + total); isl_int_add_ui(bound->el[0], bound->el[0], 1); - tabs[j] = isl_tab_add_eq(tabs[j], bound->el); + if (isl_tab_add_eq(tabs[j], bound->el) < 0) + goto error; if (isl_tab_detect_redundant(tabs[j]) < 0) goto error; @@ -750,7 +755,7 @@ error: return -1; } -/* Given two basic sets i and j such that i has not cut equalities, +/* Given two basic sets i and j such that i has no cut equalities, * check if relaxing all the cut inequalities of i by one turns * them into valid constraint for j and check if we can wrap in * the bits that are sticking out. @@ -813,9 +818,7 @@ static int can_wrap_in_set(struct isl_map *map, int i, int j, struct isl_tab **tabs, int *eq_i, int *ineq_i, int *eq_j, int *ineq_j) { int changed = 0; - int k, l, m; - unsigned total = isl_basic_map_total_dim(map->p[i]); - struct isl_tab_undo *snap; + int k, m; int n; int *cuts = NULL; @@ -934,6 +937,100 @@ static int check_adj_eq(struct isl_map *map, int i, int j, return changed; } +/* The two basic maps lie on adjacent hyperplanes. In particular, + * basic map "i" has an equality that lies parallel to basic map "j". + * Check if we can wrap the facets around the parallel hyperplanes + * to include the other set. + * + * We perform basically the same operations as can_wrap_in_facet, + * except that we don't need to select a facet of one of the sets. + * _ + * \\ \\ + * \\ => \\ + * \ \| + * + * We only allow one equality of "i" to be adjacent to an equality of "j" + * to avoid coalescing + * + * [m, n] -> { [x, y] -> [x, 1 + y] : x >= 1 and y >= 1 and + * x <= 10 and y <= 10; + * [x, y] -> [1 + x, y] : x >= 1 and x <= 20 and + * y >= 5 and y <= 15 } + * + * to + * + * [m, n] -> { [x, y] -> [x2, y2] : x >= 1 and 10y2 <= 20 - x + 10y and + * 4y2 >= 5 + 3y and 5y2 <= 15 + 4y and + * y2 <= 1 + x + y - x2 and y2 >= y and + * y2 >= 1 + x + y - x2 } + */ +static int check_eq_adj_eq(struct isl_map *map, int i, int j, + struct isl_tab **tabs, int *eq_i, int *ineq_i, int *eq_j, int *ineq_j) +{ + int k; + int changed = 0; + struct isl_mat *wraps = NULL; + struct isl_set *set_i = NULL; + struct isl_set *set_j = NULL; + struct isl_vec *bound = NULL; + unsigned total = isl_basic_map_total_dim(map->p[i]); + + if (count(eq_i, 2 * map->p[i]->n_eq, STATUS_ADJ_EQ) != 1) + return 0; + + for (k = 0; k < 2 * map->p[i]->n_eq ; ++k) + if (eq_i[k] == STATUS_ADJ_EQ) + break; + + set_i = set_from_updated_bmap(map->p[i], tabs[i]); + set_j = set_from_updated_bmap(map->p[j], tabs[j]); + wraps = isl_mat_alloc(map->ctx, 2 * (map->p[i]->n_eq + map->p[j]->n_eq) + + map->p[i]->n_ineq + map->p[j]->n_ineq, + 1 + total); + bound = isl_vec_alloc(map->ctx, 1 + total); + if (!set_i || !set_j || !wraps || !bound) + goto error; + + if (k % 2 == 0) + isl_seq_neg(bound->el, map->p[i]->eq[k / 2], 1 + total); + else + isl_seq_cpy(bound->el, map->p[i]->eq[k / 2], 1 + total); + isl_int_add_ui(bound->el[0], bound->el[0], 1); + + isl_seq_cpy(wraps->row[0], bound->el, 1 + total); + wraps->n_row = 1; + + if (add_wraps(wraps, map->p[j], tabs[j], bound->el, set_i) < 0) + goto error; + if (!wraps->n_row) + goto unbounded; + + isl_int_sub_ui(bound->el[0], bound->el[0], 1); + isl_seq_neg(bound->el, bound->el, 1 + total); + + isl_seq_cpy(wraps->row[wraps->n_row], bound->el, 1 + total); + wraps->n_row++; + + if (add_wraps(wraps, map->p[i], tabs[i], bound->el, set_j) < 0) + goto error; + if (!wraps->n_row) + goto unbounded; + + changed = fuse(map, i, j, tabs, eq_i, ineq_i, eq_j, ineq_j, wraps); + + if (0) { +error: changed = -1; + } +unbounded: + + isl_mat_free(wraps); + isl_set_free(set_i); + isl_set_free(set_j); + isl_vec_free(bound); + + return changed; +} + /* Check if the union of the given pair of basic maps * can be represented by a single basic map. * If so, replace the pair by the single basic map and return 1. @@ -956,7 +1053,7 @@ static int check_adj_eq(struct isl_map *map, int i, int j, * adj_ineq the given constraint is adjacent (on the outside) * to an inequality of the other basic map * - * We consider six cases in which we can replace the pair by a single + * We consider seven cases in which we can replace the pair by a single * basic map. We ignore all "redundant" constraints. * * 1. all constraints of one basic map are valid @@ -994,11 +1091,15 @@ static int check_adj_eq(struct isl_map *map, int i, int j, * Moreover, the facets corresponding to the cut constraints and * the pieces of the other basic map at offset one from these cut * constraints can be wrapped around their ridges to include - * the unione of the two basic maps + * the union of the two basic maps * => the pair can be replaced by a basic map consisting * of the valid constraints in both basic maps together * with all wrapping constraints * + * 7. the two basic maps live in adjacent hyperplanes. In principle + * such sets can always be combined through wrapping, but we impose + * that there is only one such pair, to avoid overeager coalescing. + * * Throughout the computation, we maintain a collection of tableaus * corresponding to the basic maps. When the basic maps are dropped * or combined, the tableaus are modified accordingly. @@ -1013,24 +1114,32 @@ static int coalesce_pair(struct isl_map *map, int i, int j, int *ineq_j = NULL; eq_i = eq_status_in(map, i, j, tabs); + if (!eq_i) + goto error; if (any(eq_i, 2 * map->p[i]->n_eq, STATUS_ERROR)) goto error; if (any(eq_i, 2 * map->p[i]->n_eq, STATUS_SEPARATE)) goto done; eq_j = eq_status_in(map, j, i, tabs); + if (!eq_j) + goto error; if (any(eq_j, 2 * map->p[j]->n_eq, STATUS_ERROR)) goto error; if (any(eq_j, 2 * map->p[j]->n_eq, STATUS_SEPARATE)) goto done; ineq_i = ineq_status_in(map, i, j, tabs); + if (!ineq_i) + goto error; if (any(ineq_i, map->p[i]->n_ineq, STATUS_ERROR)) goto error; if (any(ineq_i, map->p[i]->n_ineq, STATUS_SEPARATE)) goto done; ineq_j = ineq_status_in(map, j, i, tabs); + if (!ineq_j) + goto error; if (any(ineq_j, map->p[j]->n_ineq, STATUS_ERROR)) goto error; if (any(ineq_j, map->p[j]->n_ineq, STATUS_SEPARATE)) @@ -1044,9 +1153,12 @@ static int coalesce_pair(struct isl_map *map, int i, int j, all(ineq_j, map->p[j]->n_ineq, STATUS_VALID)) { drop(map, i, tabs); changed = 1; - } else if (any(eq_i, 2 * map->p[i]->n_eq, STATUS_ADJ_EQ) || - any(eq_j, 2 * map->p[j]->n_eq, STATUS_ADJ_EQ)) { - /* ADJ EQ PAIR */ + } else if (any(eq_i, 2 * map->p[i]->n_eq, STATUS_ADJ_EQ)) { + changed = check_eq_adj_eq(map, i, j, tabs, + eq_i, ineq_i, eq_j, ineq_j); + } else if (any(eq_j, 2 * map->p[j]->n_eq, STATUS_ADJ_EQ)) { + changed = check_eq_adj_eq(map, j, i, tabs, + eq_j, ineq_j, eq_i, ineq_i); } else if (any(eq_i, 2 * map->p[i]->n_eq, STATUS_ADJ_INEQ) || any(eq_j, 2 * map->p[j]->n_eq, STATUS_ADJ_INEQ)) { changed = check_adj_eq(map, i, j, tabs, @@ -1132,7 +1244,8 @@ struct isl_map *isl_map_coalesce(struct isl_map *map) if (!tabs[i]) goto error; if (!ISL_F_ISSET(map->p[i], ISL_BASIC_MAP_NO_IMPLICIT)) - tabs[i] = isl_tab_detect_implicit_equalities(tabs[i]); + if (isl_tab_detect_implicit_equalities(tabs[i]) < 0) + goto error; if (!ISL_F_ISSET(map->p[i], ISL_BASIC_MAP_NO_REDUNDANT)) if (isl_tab_detect_redundant(tabs[i]) < 0) goto error;