diff options
| author | mohring | 2000-12-18 17:28:47 +0000 |
|---|---|---|
| committer | mohring | 2000-12-18 17:28:47 +0000 |
| commit | 1e58baa56412f5271fe6f7cc229fa92b6e098863 (patch) | |
| tree | 29d23eff225ac803a5ba6c5fc07f7ca183f91707 | |
| parent | a7b0c18dbbbd8d48ac13b30f7bf91c991c3b66c6 (diff) | |
Mise a jour
git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@1139 85f007b7-540e-0410-9357-904b9bb8a0f7
| -rw-r--r-- | PROBLEMES | 52 |
1 files changed, 44 insertions, 8 deletions
@@ -37,12 +37,35 @@ Bordeaux/GROUPS : OK Bordeaux/EXCEPTIONS : OK Dyade/Otway-Rees : OK -Dyade/BDD : Require Rocq/GRAPHS +Dyade/BDD : +File "./bdd4.v", line 122, characters 10-28 +Error: Tactic generated a subgoal identical to the original goal. + Lyon/AUTOMATA : OK -Lyon/IEEE754 : OK -Lyon/COINDUCTIVES : OK Lyon/CIRCUITS : OK +Lyon/COINDUCTIVES : +File "./Examples.v", line 276, characters 0-764 +Error: Incorrect elimination of H in the inductive type + eq +The elimination predicate + [a1:A; _:((hd (Cons s0 H))=(hd (Cons s a0))); a2:A] + (EqSt2 A (Cons s0 H) (Cons a2 a0)) has type + A->(hd (Cons s0 H))=(hd (Cons s a0))->A->Prop +It should be one of : + (a:A)(hd (Cons a0 s0))=a->Prop, (a:A)(hd (Cons a0 s0))=a->Set, + A->Prop, A->Set +File "./Specified_Streams.v", line 11, characters 0-132 +Error: Illegal application (Type Error): +The term SStream of type (A:Set)(nat->A->Prop)->Set +cannot be applied to the terms + A : Set + x : (SStream A P) +The 2nd term has type (SStream A P) which should be coercible to + nat->A->Prop + +Lyon/IEEE754 : OK + Rocq/GRAPHS /home/cpaulin/TYPES/V7/bin/coqc -q -I . lsort @@ -59,14 +82,27 @@ Rocq/MUTUAL-EXCLUSION/ Incompatibilite interpretation des arguments de Tactic Definition Rocq/COC -File "./Conv_Dec.v", line 68, characters 2-459 -Error: Inference of annotation not yet implemented in this case ---> PROBLEME DISPARU +Realizer dans Conv_Dec.v, Expr.v, Infer.v, Machine.v MyList.v Names.v +File "./Int_typ.v", line 209, characters 30-44 +Error: In environment +int_typ : term->intP->(s:skel)(Can s) +T : term +ip : intP +s : skel +A : term +B : term +_ : skel +_ : skel +s1 := s : skel +The term (default_can s1) has type (Can s1) + while it is expected to have type (Can (PROD _ s1)) + Rocq/ARITH/Chinese File "./Zdiv.v", line 34, characters 0-944 -Anomaly: Search error. Please report. -Refine +Error: Unable to infer a Cases predicate +Either there is a type incompatiblity or the problem involves dependencies + --> PROBLEME RESOLU MAIS LE MESSAGE D'ERREUR RESTE PAS TRES CLAIR Rocq/PARADOXES |
