http://gcc.gnu.org/bugzilla/show_bug.cgi?id=54493
Richard Guenther <rguenth at gcc dot gnu.org> changed: What |Removed |Added ---------------------------------------------------------------------------- Status|UNCONFIRMED |NEW Last reconfirmed| |2012-09-12 Ever Confirmed|0 |1 --- Comment #1 from Richard Guenther <rguenth at gcc dot gnu.org> 2012-09-12 14:19:23 UTC --- Because we accumulate gazillion predictors per BB and do linear scans over them: bool gimple_predicted_by_p (const_basic_block bb, enum br_predictor predictor) { struct edge_prediction *i; void **preds = pointer_map_contains (bb_predictions, bb); if (!preds) return false; for (i = (struct edge_prediction *) *preds; i; i = i->ep_next) if (i->ep_predictor == predictor) return true; return false; } Instrumenting gimple_predict_edge shows Adding 22 to edge 2->100003 Adding 22 to edge 2->3 Adding 22 to edge 2->4 Adding 22 to edge 2->5 Adding 22 to edge 2->6 Adding 22 to edge 2->7 Adding 22 to edge 2->8 Adding 22 to edge 2->9 Adding 22 to edge 2->10 Adding 22 to edge 2->11 Adding 22 to edge 2->12 Adding 22 to edge 2->13 Adding 22 to edge 2->14 Adding 22 to edge 2->15 Adding 22 to edge 2->16 Adding 22 to edge 2->17 Adding 22 to edge 2->18 Adding 22 to edge 2->19 Adding 22 to edge 2->20 Adding 22 to edge 2->21 Adding 22 to edge 2->22 ... Adding 22 to edge 2->17332 Adding 22 to edge 2->17333 Adding (and continuing). 22 is the br_predictor (PRED_TREE_EARLY_RETURN). It seems to me that we should have at most one predictor of each kind per basic-block, no? Testcase repeated: int foo (int a, int b, int c) { int d; switch (a) { #define X(N) \ case N ## 0: d = a + b; break; \ case N ## 1: d = a + b; break; \ case N ## 2: d = a + b; break; \ case N ## 3: d = a + b; break; \ case N ## 4: d = a + b; break; \ case N ## 5: d = a + b; break; \ case N ## 6: d = a + b; break; \ case N ## 7: d = a + b; break; \ case N ## 8: d = a + b; break; \ case N ## 9: d = a + b; break; #define XX(N) \ X(N ## 0) X(N ## 1) X(N ## 2) X(N ## 3) X(N ## 4) X(N ## 5) X(N ## 6) X(N ## 7) X(N ## 8) X(N ## 9) #define XXX(N) \ XX(N ## 0) XX(N ## 1) XX(N ## 2) XX(N ## 3) XX(N ## 4) XX(N ## 5) XX(N ## 6) XX(N ## 7) XX(N ## 8) XX(N ## 9) #define XXXX(N) \ XXX(N ## 0) XXX(N ## 1) XXX(N ## 2) XXX(N ## 3) XXX(N ## 4) XXX(N ## 5) XXX(N ## 6) XXX(N ## 7) XXX(N ## 8) XXX(N ## 9) #define XXXXX(N) \ XXXX(N ## 0) XXXX(N ## 1) XXXX(N ## 2) XXXX(N ## 3) XXXX(N ## 4) XXXX(N ## 5) XXXX(N ## 6) XXXX(N ## 7) XXXX(N ## 8) XXXX(N ## 9) XXXXX(1) #if 0 XXXXX(2) XXXXX(3) XXXXX(4) XXXXX(5) XXXXX(6) XXXXX(7) XXXXX(8) XXXXX(9) #endif } return d; }