@ -65,8 +65,9 @@ end = struct
let assign ~ ws ~ rs { wrt ; xs } =
let ovs = Var . Set . inter ws rs in
let Var . Subst . { sub ; dom ; rng = _ }, wrt = Var . Subst . freshen ovs ~ wrt in
let Var . Subst . { sub ; dom ; rng }, wrt = Var . Subst . freshen ovs ~ wrt in
let ms = Var . Set . diff ws dom in
let xs = Var . Set . union xs rng in
return ( sub , ms ) { wrt ; xs }
end
@ -637,7 +638,7 @@ let check_preserve_us (q0 : Sh.t) (q1 : Sh.t) =
( Var . Set . is_empty gain_us | | fail " gain us: %a " Var . Set . pp gain_us () )
&& ( Var . Set . is_empty lose_us | | fail " lose us: %a " Var . Set . pp lose_us () )
(* execute a command with given spec from pre *)
(* execute a command with given spec with ghost vars from pre *)
let exec_spec_ ( pre0 : Sh . t ) ( xs , { foot ; sub ; ms ; post } ) =
( [ % Trace . call fun { pf } ->
pf " @[%a@]@ @[<2>%a@,@[<hv>{%a %a}@;<1 -1>%a--@ {%a }@]@] " Sh . pp pre0
@ -651,11 +652,21 @@ let exec_spec_ (pre0 : Sh.t) (xs, {foot; sub; ms; post}) =
if not ( Var . Set . is_empty ms ) then
Format . fprintf fs " %a := " Var . Set . pp ms )
ms Sh . pp post ;
(* xs contains all vars in spec not in pre0.us *)
assert (
let vs = Var . Set . diff ( Var . Set . diff foot . us xs ) pre0 . us in
let vs = Var . Set . ( diff ( diff foot . us xs ) pre0 . us ) in
Var . Set . is_empty vs | | fail " unbound foot: {%a} " Var . Set . pp vs () ) ;
assert (
let vs = Var . Set . diff ( Var . Set . diff post . us xs ) pre0 . us in
let vs = Var . Set . ( diff ( diff ms xs ) pre0 . us ) in
Var . Set . is_empty vs | | fail " unbound modif: {%a} " Var . Set . pp vs () ) ;
assert (
let vs = Var . Set . ( diff ( diff ( Var . Subst . domain sub ) xs ) pre0 . us ) in
Var . Set . is_empty vs | | fail " unbound write: {%a} " Var . Set . pp vs () ) ;
assert (
let vs = Var . Set . ( diff ( diff ( Var . Subst . range sub ) xs ) pre0 . us ) in
Var . Set . is_empty vs | | fail " unbound ghost: {%a} " Var . Set . pp vs () ) ;
assert (
let vs = Var . Set . ( diff ( diff post . us xs ) pre0 . us ) in
Var . Set . is_empty vs | | fail " unbound post: {%a} " Var . Set . pp vs () ) ]
;
let foot = Sh . extend_us xs foot in