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Get rid of the “reset” scope in HoareLogic.v

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It's not needed, and it makes everything harder to read.
This commit is contained in:
Clément Pit-Claudel 2021-04-12 15:04:56 -04:00
parent 1664ddb531
commit 2ed1d52171
2 changed files with 2 additions and 19 deletions
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11
HoareLogic.v
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@ -191,20 +191,11 @@ Notation "'when' b 'then' then_ 'else' else_ 'done'" := (If_ b then_ else_) (at
Notation "{{ I }} 'while' b 'loop' body 'done'" := (While_ I b body) (at level 75).
Notation "'assert' {{ I }}" := (Assert I) (at level 75).
Delimit Scope cmd_scope with cmd.
(*Declare Scope reset_scope.*)
Infix "+" := plus : reset_scope.
Infix "-" := Init.Nat.sub : reset_scope.
Infix "*" := mult : reset_scope.
Infix "=" := eq : reset_scope.
Infix "<" := lt : reset_scope.
Delimit Scope reset_scope with reset.
Open Scope reset_scope.
(* END macros *)
(* We should draw some attention to the next notation, which defines special
* lambdas for writing assertions. *)
Notation "h & v ~> e" := (fun h v => e%reset) (at level 85, v at level 0).
Notation "h & v ~> e" := (fun h v => e%nat%type) (at level 85, v at level 0).
(* And here's the classic notation for Hoare triples. *)
Notation "{{ P }} c {{ Q }}" := (hoare_triple P c%cmd Q) (at level 90, c at next level).

10
HoareLogic_template.v
View file

@ -162,19 +162,11 @@ Notation "'when' b 'then' then_ 'else' else_ 'done'" := (If_ b then_ else_) (at
Notation "{{ I }} 'while' b 'loop' body 'done'" := (While_ I b body) (at level 75).
Notation "'assert' {{ I }}" := (Assert I) (at level 75).
Delimit Scope cmd_scope with cmd.
Infix "+" := plus : reset_scope.
Infix "-" := Init.Nat.sub : reset_scope.
Infix "*" := mult : reset_scope.
Infix "=" := eq : reset_scope.
Infix "<" := lt : reset_scope.
Delimit Scope reset_scope with reset.
Open Scope reset_scope.
(* END macros *)
(* We should draw some attention to the next notation, which defines special
* lambdas for writing assertions. *)
Notation "h & v ~> e" := (fun h v => e%reset) (at level 85, v at level 0).
Notation "h & v ~> e" := (fun h v => e%nat%type) (at level 85, v at level 0).
(* And here's the classic notation for Hoare triples. *)
Notation "{{ P }} c {{ Q }}" := (hoare_triple P c%cmd Q) (at level 90, c at next level).