| /src/external/mit/isl/dist/ |
| isl_aff_map.c | 60 * If "rational" is set, then construct a rational basic map.
65 __isl_take isl_aff *aff, int rational)
96 if (rational)
129 * If "rational" is set, then construct a rational basic map.
132 __isl_take isl_multi_aff *maff, int rational)
149 if (rational)
157 bmap_i = isl_basic_map_from_aff2(aff, rational);
358 * If the domain of "pma" is rational, then so is the constructed "map"
372 isl_bool rational; local
[all...] |
| pip.c | 36 * Rational compute rational optimum instead of integer optimum
347 int rational = 0; local
367 if (strncasecmp(s, "Rational", 8) == 0) {
368 rational = 1;
407 assert(!rational);
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| isl_tab.h | 177 unsigned rational : 1; member in struct:isl_tab
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| isl_ast_build_expr.c | 1119 * "rat" collects the rational part.
2222 /* Is "aff" a rational expression, i.e., does it have a denominator
2227 isl_bool rational; local
2231 rational = isl_bool_not(isl_val_is_one(den));
2234 return rational;
2237 /* Does "list" consist of a single rational affine expression?
2242 isl_bool rational; local
2251 rational = aff_is_rational(aff);
2254 return rational;
2271 * Rational affine expressions are not considered for min/max expression
[all...] |
| isl_input.c | 721 struct vars *v, __isl_take isl_map *map, int rational);
723 __isl_take isl_space *space, struct vars *v, int rational);
728 __isl_take isl_map *cond, struct vars *v, int rational)
740 pwaff1 = accept_extended_affine(s, space, v, rational);
748 pwaff2 = accept_extended_affine(s, space, v, rational);
821 __isl_take isl_space *space, struct vars *v, int rational)
830 if (rational)
845 cond = read_formula(s, v, cond, rational);
847 return accept_ternary(s, cond, v, rational);
852 int rational)
1709 isl_bool rational; local
2798 int rational; local
[all...] |
| isl_output.c | 463 __isl_take isl_printer *p, int rational,
466 if (rational && !data->latex)
783 int rational = ISL_F_ISSET(bmap, ISL_BASIC_MAP_RATIONAL); local
840 strict = !rational && isl_int_is_negone(bmap->ineq[i][0]);
1111 int rational = ISL_F_ISSET(bmap, ISL_BASIC_MAP_RATIONAL); local
1115 p = isl_print_space(bmap->dim, p, rational, &data);
1465 int rational; local
1471 rational = split[i].map->n > 0 &&
1476 p = isl_print_space(space, p, rational, &data);
1488 int rational; local
[all...] |
| isl_tab_pip.c | 165 * If "rational" is set, then a rational optimization is being performed.
184 int rational; member in struct:isl_sol
841 bmap = isl_basic_map_from_multi_aff2(ma, sol->sol.rational);
2343 tab->rational = ISL_F_ISSET(bmap, ISL_BASIC_MAP_RATIONAL);
2901 * context. Any rational point in "shifted" can therefore be rounded
2940 * that any rational point in the shifted tableau can
3708 sol->rational = ISL_F_ISSET(bmap, ISL_BASIC_MAP_RATIONAL);
4066 * found a (rational) feasible point. If we only wanted a rational poin
[all...] |
| isl_aff.c | 174 /* Return a copy of the rational affine expression of "aff".
183 /* Return the rational affine expression of "aff".
205 /* Set the rational affine expression of "aff" to "v",
206 * where the rational affine expression of "aff" may be missing
340 "expecting rational value or NaN", goto error);
931 "expecting rational value", goto error);
995 * in case "aff" is a rational expression.
1076 "expecting rational value or NaN", goto error);
1269 "expecting rational value", goto error);
1376 "expecting rational value", goto error)
2990 isl_bool rational; local
[all...] |
| isl_map.c | 1141 /* Has "map" been marked as a rational map?
1143 * An empty map is not considered to be rational.
1144 * Maps where only some of the basic maps are marked rational
1150 isl_bool rational; local
1156 rational = isl_basic_map_is_rational(map->p[0]);
1157 if (rational < 0)
1158 return rational;
1165 if (rational != rational_i)
1167 "mixed rational and integer basic maps "
1171 return rational;
4105 isl_bool rational, is_empty; local
10903 isl_bool rational; local
13850 isl_bool rational; local
[all...] |
| /src/external/gpl2/gettext/dist/gettext-tools/src/ |
| x-librep.c | 215 bool rational = false; local
340 rational = true;
352 if (exact && radix == 10 && !rational)
358 if (exact && !rational)
359 rational = true;
366 if (!rational && !exponent)
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