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+(* Check that resolved status of evars follows "restrict" *)
+
+Axiom H : forall (v : nat), Some 0 = Some v -> True.
+Lemma L : True.
+eapply H with _;
+match goal with
+ | |- Some 0 = Some ?v => change (Some (0+0) = Some v)
+end.
+Abort.
+
+(* The original example *)
+
+Set Default Proof Using "Type".
+
+Module heap_lang.
+
+Inductive expr :=
+ | InjR (e : expr).
+
+Inductive val :=
+ | InjRV (v : val).
+
+Bind Scope val_scope with val.
+
+Fixpoint of_val (v : val) : expr :=
+ match v with
+ | InjRV v => InjR (of_val v)
+ end.
+
+Fixpoint to_val (e : expr) : option val := None.
+
+End heap_lang.
+Export heap_lang.
+
+Module W.
+Inductive expr :=
+ | Val (v : val)
+ (* Sums *)
+ | InjR (e : expr).
+
+Fixpoint to_expr (e : expr) : heap_lang.expr :=
+ match e with
+ | Val v => of_val v
+ | InjR e => heap_lang.InjR (to_expr e)
+ end.
+
+End W.
+
+
+
+Section Tests.
+
+ Context (iProp: Type).
+ Context (WPre: expr -> Prop).
+
+ Context (tac_wp_alloc :
+ forall (e : expr) (v : val),
+ to_val e = Some v -> WPre e).
+
+ Lemma push_atomic_spec (x: val) :
+ WPre (InjR (of_val x)).
+ Proof.
+(* This works. *)
+eapply tac_wp_alloc with _.
+match goal with
+ | |- to_val ?e = Some ?v =>
+ change (to_val (W.to_expr (W.InjR (W.Val x))) = Some v)
+end.
+Undo. Undo.
+(* This is fixed *)
+eapply tac_wp_alloc with _;
+match goal with
+ | |- to_val ?e = Some ?v =>
+ change (to_val (W.to_expr (W.InjR (W.Val x))) = Some v)
+end.
+Abort.