@ -326,20 +326,20 @@ module Make (CFG : ProcCfg.S) = struct
ArrayBlk . make allocsite offset size stride | > Val . of_array_blk
let prune_unop : Exp. t -> Mem . astate -> Mem . astate =
fun e mem ->
let prune_unop : PrunePairs. t ref -> Exp. t -> Mem . astate -> Mem . astate =
fun prune_pairs e mem ->
match e with
| Exp . Var x -> (
match Mem . find_alias x mem with
| Some AliasTarget . Simple lv ->
let v = Mem . find_heap lv mem in
let v' = Val . prune_zero v in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| Some AliasTarget . Empty lv ->
let v = Mem . find_heap lv mem in
let itv_v = Itv . prune_eq ( Val . get_itv v ) Itv . zero in
let v' = Val . modify_itv itv_v v in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| None ->
mem )
| Exp . UnOp ( Unop . LNot , Exp . Var x , _ ) -> (
@ -348,20 +348,20 @@ module Make (CFG : ProcCfg.S) = struct
let v = Mem . find_heap lv mem in
let itv_v = Itv . prune_eq ( Val . get_itv v ) Itv . false_sem in
let v' = Val . modify_itv itv_v v in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| Some AliasTarget . Empty lv ->
let v = Mem . find_heap lv mem in
let itv_v = Itv . prune_comp Binop . Ge ( Val . get_itv v ) Itv . one in
let v' = Val . modify_itv itv_v v in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| None ->
mem )
| _ ->
mem
let prune_binop_left : Exp. t -> Mem . astate -> Mem . astate =
fun e mem ->
let prune_binop_left : PrunePairs. t ref -> Exp. t -> Mem . astate -> Mem . astate =
fun prune_pairs e mem ->
match e with
| Exp . BinOp ( ( Binop . Lt as comp ) , Exp . Var x , e' )
| Exp . BinOp ( ( Binop . Gt as comp ) , Exp . Var x , e' )
@ -371,7 +371,7 @@ module Make (CFG : ProcCfg.S) = struct
| Some lv ->
let v = Mem . find_heap lv mem in
let v' = Val . prune_comp comp v ( eval e' mem ) in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| None ->
mem )
| Exp . BinOp ( Binop . Eq , Exp . Var x , e' ) -> (
@ -379,7 +379,7 @@ module Make (CFG : ProcCfg.S) = struct
| Some lv ->
let v = Mem . find_heap lv mem in
let v' = Val . prune_eq v ( eval e' mem ) in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| None ->
mem )
| Exp . BinOp ( Binop . Ne , Exp . Var x , e' ) -> (
@ -387,15 +387,15 @@ module Make (CFG : ProcCfg.S) = struct
| Some lv ->
let v = Mem . find_heap lv mem in
let v' = Val . prune_ne v ( eval e' mem ) in
Mem . update_mem ( PowLoc . singleton lv ) v' mem
Mem . update_mem _in_prune prune_pairs lv v' mem
| None ->
mem )
| _ ->
mem
let prune_binop_right : Exp. t -> Mem . astate -> Mem . astate =
fun e mem ->
let prune_binop_right : PrunePairs. t ref -> Exp. t -> Mem . astate -> Mem . astate =
fun prune_pairs e mem ->
match e with
| Exp . BinOp ( ( Binop . Lt as c ) , e' , Exp . Var x )
| Exp . BinOp ( ( Binop . Gt as c ) , e' , Exp . Var x )
@ -403,7 +403,7 @@ module Make (CFG : ProcCfg.S) = struct
| Exp . BinOp ( ( Binop . Ge as c ) , e' , Exp . Var x )
| Exp . BinOp ( ( Binop . Eq as c ) , e' , Exp . Var x )
| Exp . BinOp ( ( Binop . Ne as c ) , e' , Exp . Var x ) ->
prune_binop_left ( Exp . BinOp ( comp_rev c , Exp . Var x , e' ) ) mem
prune_binop_left prune_pairs ( Exp . BinOp ( comp_rev c , Exp . Var x , e' ) ) mem
| _ ->
mem
@ -416,31 +416,39 @@ module Make (CFG : ProcCfg.S) = struct
fun e mem -> if is_unreachable_constant e mem then Mem . bot else mem
let rec prune : Exp . t -> Mem . astate -> Mem . astate =
let prune : Exp . t -> Mem . astate -> Mem . astate =
fun e mem ->
let prune_pairs = ref PrunePairs . empty in
let rec prune_helper e mem =
let mem =
mem | > prune_unreachable e | > prune_unop e | > prune_binop_left e | > prune_binop_right e
mem | > prune_unreachable e | > prune_unop prune_pairs e | > prune_binop_left prune_pairs e
| > prune_binop_right prune_pairs e
in
match e with
| Exp . BinOp ( Binop . Ne , e , Exp . Const Const . Cint i ) when IntLit . iszero i ->
prune e mem
prune _helper e mem
| Exp . BinOp ( Binop . Eq , e , Exp . Const Const . Cint i ) when IntLit . iszero i ->
prune ( Exp . UnOp ( Unop . LNot , e , None ) ) mem
prune _helper ( Exp . UnOp ( Unop . LNot , e , None ) ) mem
| Exp . UnOp ( Unop . Neg , Exp . Var x , _ ) ->
prune ( Exp . Var x ) mem
prune _helper ( Exp . Var x ) mem
| Exp . BinOp ( Binop . LAnd , e1 , e2 ) ->
mem | > prune e1 | > prune e2
mem | > prune _helper e1 | > prune _helper e2
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( Binop . LOr , e1 , e2 ) , t ) ->
mem | > prune ( Exp . UnOp ( Unop . LNot , e1 , t ) ) | > prune ( Exp . UnOp ( Unop . LNot , e2 , t ) )
mem | > prune_helper ( Exp . UnOp ( Unop . LNot , e1 , t ) )
| > prune_helper ( Exp . UnOp ( Unop . LNot , e2 , t ) )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Lt as c ) , e1 , e2 ) , _ )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Gt as c ) , e1 , e2 ) , _ )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Le as c ) , e1 , e2 ) , _ )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Ge as c ) , e1 , e2 ) , _ )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Eq as c ) , e1 , e2 ) , _ )
| Exp . UnOp ( Unop . LNot , Exp . BinOp ( ( Binop . Ne as c ) , e1 , e2 ) , _ ) ->
prune ( Exp . BinOp ( comp_not c , e1 , e2 ) ) mem
prune _helper ( Exp . BinOp ( comp_not c , e1 , e2 ) ) mem
| _ ->
mem
in
let mem = Mem . apply_latest_prune e mem in
let mem = prune_helper e mem in
Mem . set_prune_pairs ! prune_pairs mem
let get_formals : Procdesc . t -> ( Pvar . t * Typ . t ) list =