📄 succopt.h
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#ifndef __DHASH_SUCCLIST_OPT_H__#define __DHASH_SUCCLIST_OPT_H__static inline booluse_succlist (vec<ptr<location> > succs, ptr<location> pred){ if (succs.size () == 0) return false; return (succs [succs.size ()-1]->id () == pred->id ());}static inline ptr<location>find_succ_from_list (vec<ptr<location> > nodes, chordID x){ bool first = true; chordID nbar; ptr<location> xl = 0; for (unsigned i=0; i<nodes.size (); i++) { ptr<location> l = nodes [i]; if (!l->alive ()) continue; if (first || between (x, nbar, l->id ())) { nbar = l->id (); xl = l; first = false; } } return xl;}static inline ptr<location>find_pred_from_list (vec<ptr<location> > nodes, chordID x){ bool first = true; chordID nbar; ptr<location> xl = 0; for (unsigned i=0; i<nodes.size (); i++) { ptr<location> l = nodes [i]; if (!l->alive ()) continue; if (first || between (nbar, x, l->id ())) { nbar = l->id (); xl = l; first = false; } } return xl;}static inline vec<chord_node>get_succs_from_list (vec<ptr<location> > nodes, chordID x){ // basically convert succ list into chord_node, removing x's // predecessor. but we need to return a sorted list, so we do it // with find_successor. vec<chord_node> r; ptr<location> p = find_pred_from_list (nodes, x); chordID y = x; while (1) { ptr<location> s = find_succ_from_list (nodes, y); y = s->id (); if (y == p->id ()) break; chord_node n; s->fill_node (n); r.push_back (n); // warn << "succ of " << x << ": " << y << "\n"; } return r;}#endif
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