| /src/external/mit/isl/dist/ |
| bound.c | 75 isl_bool bounded; local 108 bounded = isl_set_is_bounded(dom); 110 if (bounded < 0) 113 if (!bounded) 122 if (vpb->exact && bounded) 144 p = isl_printer_print_str(p, bounded ? "opt" : "sample");
|
| isl_bound.c | 77 * Since bernstein expansion requires bounded domains, we apply 90 int bounded; local 106 bounded = isl_basic_set_is_bounded(bset); 107 if (bounded < 0) 109 if (bounded)
|
| isl_sample.c | 193 /* Compute and return an initial basis for the bounded tableau "tab". 263 * then we may have only found integer values for the bounded dimensions 275 * - we have exhausted all bounded dimensions, meaning that we have 309 "expecting bounded rational solution", 316 "expecting bounded rational solution", 348 * the bounded directions have an integer value, then we can safely 445 "expecting bounded rational solution", 454 "expecting bounded rational solution", 620 /* Given a basic set that is known to be bounded, find and return 916 * transform bset such that the bounded directions appear a 955 struct isl_basic_set *bounded; local [all...] |
| isl_scheduler_clustering.c | 741 /* Give a set of distances "set", are they bounded by a small constant 743 * In practice, check if they are bounded by 2 by checking that there 749 isl_bool bounded; local 757 bounded = isl_set_is_empty(test); 760 if (bounded < 0 || !bounded) 761 return bounded; 765 bounded = isl_set_is_empty(test); 768 return bounded; 813 /* Does the edge "edge" from "graph" have bounded dependence distance 845 isl_bool bounded; local 915 isl_bool bounded; local [all...] |
| isl_convex_hull.c | 305 * This means that the facet is unbounded, but has a bounded intersection 808 /* Is the set bounded for each value of the parameters? 813 isl_bool bounded; local 821 bounded = isl_tab_cone_is_bounded(tab); 823 return bounded; 826 /* Is the image bounded for each value of the parameters and 833 isl_bool bounded; local 842 bounded = isl_basic_set_is_bounded(bset_from_bmap(bmap)); 845 return bounded; 848 /* Is the set bounded for each value of the parameters 858 isl_bool bounded = isl_basic_set_is_bounded(set->p[i]); local 1794 isl_bool bounded; local [all...] |
| isl_polynomial.c | 5093 isl_bool bounded; local 5110 bounded = isl_basic_set_is_bounded(bset); 5111 if (bounded < 0) 5113 if (!bounded)
|
| isl_test.c | 582 isl_bool bounded; local 585 bounded = isl_set_is_bounded(set); 588 if (bounded < 0) 590 if (!bounded) 592 "set not considered bounded", return -1); 595 bounded = isl_set_is_bounded(set); 596 assert(!bounded); 599 if (bounded < 0) 601 if (bounded) 603 "set considered bounded", return -1) 2125 int bounded; local [all...] |
| isl_map.c | 11575 isl_bool bounded; local 11576 bounded = isl_basic_map_dim_is_bounded(map->p[i], type, pos); 11577 if (bounded < 0 || !bounded) 11578 return bounded; 11606 isl_bool bounded; local 11607 bounded = fn(map->p[i], type, pos); 11608 if (bounded < 0 || bounded) 11609 return bounded; 11646 isl_bool bounded; local [all...] |