removing unused tenv in conditional pruning

Reviewed By: jeremydubreil

Differential Revision: D2850935

fb-gh-sync-id: 25c1a57
master
Sam Blackshear 9 years ago committed by facebook-github-bot-7
parent 2479f69f34
commit d1cf7b7177

@ -346,7 +346,7 @@ let rec execute_nullify_se = function
(** Do pruning for conditional [if (e1 != e2) ] if [positive] is true
and [(if (e1 == e2)] if [positive] is false *)
let prune_ne tenv positive e1 e2 prop =
let prune_ne positive e1 e2 prop =
let is_inconsistent =
if positive then Prover.check_equal prop e1 e2
else Prover.check_disequal prop e1 e2 in
@ -386,10 +386,10 @@ let prune_ineq ~is_strict positive prop e1 e2 =
let prop_with_ineq = Prop.conjoin_eq ~footprint prune_cond Sil.exp_one prop in
Propset.singleton prop_with_ineq
let rec prune_polarity tenv positive condition prop =
let rec prune_polarity positive condition prop =
match condition with
| Sil.Var _ | Sil.Lvar _ ->
prune_ne tenv positive condition Sil.exp_zero prop
prune_ne positive condition Sil.exp_zero prop
| Sil.Const (Sil.Cint i) when Sil.Int.iszero i ->
if positive then Propset.empty else Propset.singleton prop
| Sil.Const (Sil.Cint _) | Sil.Sizeof _ | Sil.Const (Sil.Cstr _) | Sil.Const (Sil.Cclass _) ->
@ -397,52 +397,52 @@ let rec prune_polarity tenv positive condition prop =
| Sil.Const _ ->
assert false
| Sil.Cast (_, condition') ->
prune_polarity tenv positive condition' prop
prune_polarity positive condition' prop
| Sil.UnOp (Sil.LNot, condition', _) ->
prune_polarity tenv (not positive) condition' prop
prune_polarity (not positive) condition' prop
| Sil.UnOp _ ->
assert false
| Sil.BinOp (Sil.Eq, e, Sil.Const (Sil.Cint i))
| Sil.BinOp (Sil.Eq, Sil.Const (Sil.Cint i), e) when Sil.Int.iszero i && not (Sil.Int.isnull i) ->
prune_polarity tenv (not positive) e prop
prune_polarity (not positive) e prop
| Sil.BinOp (Sil.Eq, e1, e2) ->
prune_ne tenv (not positive) e1 e2 prop
prune_ne (not positive) e1 e2 prop
| Sil.BinOp (Sil.Ne, e, Sil.Const (Sil.Cint i))
| Sil.BinOp (Sil.Ne, Sil.Const (Sil.Cint i), e) when Sil.Int.iszero i && not (Sil.Int.isnull i) ->
prune_polarity tenv positive e prop
prune_polarity positive e prop
| Sil.BinOp (Sil.Ne, e1, e2) ->
prune_ne tenv positive e1 e2 prop
prune_ne positive e1 e2 prop
| Sil.BinOp (Sil.Ge, e2, e1) | Sil.BinOp (Sil.Le, e1, e2) ->
prune_ineq ~is_strict:false positive prop e1 e2
| Sil.BinOp (Sil.Gt, e2, e1) | Sil.BinOp (Sil.Lt, e1, e2) ->
prune_ineq ~is_strict:true positive prop e1 e2
| Sil.BinOp (Sil.LAnd, condition1, condition2) ->
let pruner = if positive then prune_polarity_inter else prune_polarity_union in
pruner tenv positive condition1 condition2 prop
pruner positive condition1 condition2 prop
| Sil.BinOp (Sil.LOr, condition1, condition2) ->
let pruner = if positive then prune_polarity_union else prune_polarity_inter in
pruner tenv positive condition1 condition2 prop
pruner positive condition1 condition2 prop
| Sil.BinOp _ | Sil.Lfield _ | Sil.Lindex _ ->
prune_ne tenv positive condition Sil.exp_zero prop
prune_ne positive condition Sil.exp_zero prop
and prune_polarity_inter tenv positive condition1 condition2 prop =
and prune_polarity_inter positive condition1 condition2 prop =
let res = ref Propset.empty in
let pset1 = prune_polarity tenv positive condition1 prop in
let pset1 = prune_polarity positive condition1 prop in
let do_p p =
res := Propset.union (prune_polarity tenv positive condition2 p) !res in
res := Propset.union (prune_polarity positive condition2 p) !res in
Propset.iter do_p pset1;
!res
and prune_polarity_union tenv positive condition1 condition2 prop =
let pset1 = prune_polarity tenv positive condition1 prop in
let pset2 = prune_polarity tenv positive condition2 prop in
and prune_polarity_union positive condition1 condition2 prop =
let pset1 = prune_polarity positive condition1 prop in
let pset2 = prune_polarity positive condition2 prop in
Propset.union pset1 pset2
let prune_prop tenv condition prop =
let prune_prop condition prop =
match condition with
| Sil.Const (Sil.Cint i) when Sil.Int.iszero i -> Propset.empty
| Sil.Const (Sil.Cint _) -> Propset.singleton prop
| _ -> prune_polarity tenv true condition prop
| _ -> prune_polarity true condition prop
let dangerous_functions =
let dangerous_list = ["gets"] in
@ -792,7 +792,7 @@ let handle_objc_method_call actual_pars actual_params pre tenv cfg ret_ids pdesc
if !Config.footprint && not is_undef then
let res_null = (* returns: (objc_null(res) /\ receiver=0) or an empty list of results *)
let pre_with_attr_or_null = add_objc_null_attribute_or_nullify_result pre in
let propset = prune_ne tenv false receiver Sil.exp_zero pre_with_attr_or_null in
let propset = prune_ne false receiver Sil.exp_zero pre_with_attr_or_null in
if Propset.is_empty propset then []
else
let prop = IList.hd (Propset.to_proplist propset) in
@ -1050,7 +1050,7 @@ let rec sym_exec cfg tenv pdesc _instr (_prop: Prop.normal Prop.t) path
check_already_dereferenced pname cond _prop;
check_condition_always_true_false ();
let n_cond, prop = exp_norm_check_arith pname _prop cond in
ret_old_path (Propset.to_proplist (prune_prop tenv n_cond prop))
ret_old_path (Propset.to_proplist (prune_prop n_cond prop))
| Sil.Call (ret_ids, Sil.Const (Sil.Cfun callee_pname), args, loc, call_flags)
when function_is_builtin callee_pname ->
let sym_exe_builtin = Builtin.get_sym_exe_builtin callee_pname in
@ -1783,8 +1783,8 @@ module ModelBuiltins = struct
| None -> prop in
let sil_is_null = Sil.BinOp (Sil.Eq, n_lexp, Sil.exp_zero) in
let sil_is_nonnull = Sil.UnOp (Sil.LNot, sil_is_null, None) in
let null_case = Propset.to_proplist (prune_prop tenv sil_is_null prop) in
let non_null_case = Propset.to_proplist (prune_prop tenv sil_is_nonnull prop_type) in
let null_case = Propset.to_proplist (prune_prop sil_is_null prop) in
let non_null_case = Propset.to_proplist (prune_prop sil_is_nonnull prop_type) in
if ((IList.length non_null_case) > 0) && (!Config.footprint) then
non_null_case
else if ((IList.length non_null_case) > 0) && (is_undefined_opt prop n_lexp) then
@ -2234,9 +2234,9 @@ module ModelBuiltins = struct
let pname = Cfg.Procdesc.get_proc_name pdesc in
let n_lexp, prop = exp_norm_check_arith pname _prop lexp in
let prop_nonzero = (* case n_lexp!=0 *)
Propset.to_proplist (prune_polarity tenv true n_lexp prop) in
Propset.to_proplist (prune_polarity true n_lexp prop) in
let prop_zero = (* case n_lexp==0 *)
Propset.to_proplist (prune_polarity tenv false n_lexp prop) in
Propset.to_proplist (prune_polarity false n_lexp prop) in
let plist =
prop_zero @ (* model: if 0 then skip else _execute_free_nonzero *)
IList.flatten (IList.map (fun p ->

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