[coqpp] [ltac] Adapt to removal of imperative proof state.

We add state handling to tactics.

TODO:

- [rewrite] `add_morphism_infer` creates problems as it opens a proof.
- [g_obligations] with_tac

1 files changed, 34 insertions, 29 deletions

diff --git a/plugins/ltac/g_rewrite.mlg b/plugins/ltac/g_rewrite.mlg
index 86a227415a..469551809c 100644
--- a/plugins/ltac/g_rewrite.mlg
+++ b/plugins/ltac/g_rewrite.mlg
@@ -180,34 +180,34 @@ TACTIC EXTEND setoid_rewrite
 END
 
 VERNAC COMMAND EXTEND AddRelation CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
         "symmetry" "proved" "by" constr(lemma2) "as" ident(n) ] ->
       { declare_relation atts a aeq n (Some lemma1) (Some lemma2) None }
 
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
         "as" ident(n) ] ->
       { declare_relation atts a aeq n (Some lemma1) None None }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq)  "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq)  "as" ident(n) ] ->
       { declare_relation atts a aeq n None None None }
 END
 
 VERNAC COMMAND EXTEND AddRelation2 CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2)
       "as" ident(n) ] ->
       { declare_relation atts a aeq n None (Some lemma2) None }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)  "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)  "as" ident(n) ] ->
       { declare_relation atts a aeq n None (Some lemma2) (Some lemma3) }
 END
 
 VERNAC COMMAND EXTEND AddRelation3 CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
       "transitivity" "proved" "by" constr(lemma3) "as" ident(n) ] ->
       { declare_relation atts a aeq n (Some lemma1) None (Some lemma3) }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
       "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)
       "as" ident(n) ] ->
       { declare_relation atts a aeq n (Some lemma1) (Some lemma2) (Some lemma3) }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Relation" constr(a) constr(aeq) "transitivity" "proved" "by" constr(lemma3)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Relation" constr(a) constr(aeq) "transitivity" "proved" "by" constr(lemma3)
         "as" ident(n) ] ->
       { declare_relation atts a aeq n None None (Some lemma3) }
 END
@@ -234,64 +234,64 @@ GRAMMAR EXTEND Gram
 END
 
 VERNAC COMMAND EXTEND AddParametricRelation CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)
         "reflexivity" "proved" "by" constr(lemma1)
         "symmetry" "proved" "by" constr(lemma2) "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n (Some lemma1) (Some lemma2) None }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)
         "reflexivity" "proved" "by" constr(lemma1)
         "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n (Some lemma1) None None }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)  "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq)  "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n None None None }
 END
 
 VERNAC COMMAND EXTEND AddParametricRelation2 CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2)
       "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n None (Some lemma2) None }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)  "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)  "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n None (Some lemma2) (Some lemma3) }
 END
 
 VERNAC COMMAND EXTEND AddParametricRelation3 CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
       "transitivity" "proved" "by" constr(lemma3) "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n (Some lemma1) None (Some lemma3) }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "reflexivity" "proved" "by" constr(lemma1)
       "symmetry" "proved" "by" constr(lemma2) "transitivity" "proved" "by" constr(lemma3)
       "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n (Some lemma1) (Some lemma2) (Some lemma3) }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "transitivity" "proved" "by" constr(lemma3)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Relation" binders(b) ":" constr(a) constr(aeq) "transitivity" "proved" "by" constr(lemma3)
         "as" ident(n) ] ->
       { declare_relation atts ~binders:b a aeq n None None (Some lemma3) }
 END
 
 VERNAC COMMAND EXTEND AddSetoid1 CLASSIFIED AS SIDEFF
-  | #[ atts = rewrite_attributes; ] [ "Add" "Setoid" constr(a) constr(aeq) constr(t) "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Setoid" constr(a) constr(aeq) constr(t) "as" ident(n) ] ->
      {
-         add_setoid atts [] a aeq t n;
+         add_setoid atts [] a aeq t n
      }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Setoid" binders(binders) ":" constr(a) constr(aeq) constr(t) "as" ident(n) ] ->
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Setoid" binders(binders) ":" constr(a) constr(aeq) constr(t) "as" ident(n) ] ->
      {
-         add_setoid atts binders a aeq t n;
+         add_setoid atts binders a aeq t n
      }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Morphism" constr(m) ":" ident(n) ]
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Morphism" constr(m) ":" ident(n) ]
     (* This command may or may not open a goal *)
     => { VtUnknown, VtNow }
     -> {
-           add_morphism_infer atts m n;
+          add_morphism_infer atts m n
        }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Morphism" constr(m) "with" "signature" lconstr(s) "as" ident(n) ]
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Morphism" constr(m) "with" "signature" lconstr(s) "as" ident(n) ]
     => { VtStartProof(GuaranteesOpacity,[n]), VtLater }
     -> {
-           add_morphism atts [] m s n;
+          add_morphism atts [] m s n
        }
-  | #[ atts = rewrite_attributes; ] [ "Add" "Parametric" "Morphism" binders(binders) ":" constr(m)
+  | #[ atts = rewrite_attributes; ] ![ proof ] [ "Add" "Parametric" "Morphism" binders(binders) ":" constr(m)
         "with" "signature" lconstr(s) "as" ident(n) ]
     => { VtStartProof(GuaranteesOpacity,[n]), VtLater }
     -> {
-           add_morphism atts binders m s n;
+          add_morphism atts binders m s n
        }
 END
 
@@ -310,7 +310,12 @@ TACTIC EXTEND setoid_transitivity
 END
 
 VERNAC COMMAND EXTEND PrintRewriteHintDb CLASSIFIED AS QUERY
-| [ "Print" "Rewrite" "HintDb" preident(s) ] ->
-  { let sigma, env = Pfedit.get_current_context () in
-    Feedback.msg_notice (Autorewrite.print_rewrite_hintdb env sigma s) }
+| ![ proof ] [ "Print" "Rewrite" "HintDb" preident(s) ] ->
+  { (* This command should not use the proof env, keeping previous
+       behavior as requested in review. *)
+    fun ~pstate ->
+      let sigma, env = Option.cata Pfedit.get_current_context
+          (let e = Global.env () in Evd.from_env e, e) pstate in
+    Feedback.msg_notice (Autorewrite.print_rewrite_hintdb env sigma s);
+    pstate }
 END