[pulse] Adding IsInstanceOf predicate

Summary:
As a first step to support the Java `instanceof`
operator, this change allows the path condition to be appended with
`IsInstanceOf(var, typ)`.

Reviewed By: jvillard

Differential Revision: D26664009

fbshipit-source-id: cd19dce83
master
Gabriela Cunha Sampaio 4 years ago committed by Facebook GitHub Bot
parent a57d572bca
commit 97bce99c03

@ -58,3 +58,7 @@ let is_unsat_cheap astate = PathCondition.is_unsat_cheap astate.AbductiveDomain.
let has_no_assumptions astate = let has_no_assumptions astate =
PathCondition.has_no_assumptions astate.AbductiveDomain.path_condition PathCondition.has_no_assumptions astate.AbductiveDomain.path_condition
let and_equal_instanceof v1 v2 t astate =
map_path_condition astate ~f:(fun phi -> PathCondition.and_eq_instanceof v1 v2 t phi)

@ -41,3 +41,6 @@ val is_known_zero : AbductiveDomain.t -> AbstractValue.t -> bool
val is_unsat_cheap : AbductiveDomain.t -> bool val is_unsat_cheap : AbductiveDomain.t -> bool
val has_no_assumptions : AbductiveDomain.t -> bool val has_no_assumptions : AbductiveDomain.t -> bool
val and_equal_instanceof :
AbstractValue.t -> AbstractValue.t -> Typ.t -> AbductiveDomain.t -> AbductiveDomain.t

@ -239,6 +239,7 @@ module Term = struct
| BitShiftLeft of t * t | BitShiftLeft of t * t
| BitShiftRight of t * t | BitShiftRight of t * t
| BitXor of t * t | BitXor of t * t
| IsInstanceOf of Var.t * Typ.t
[@@deriving compare, equal, yojson_of] [@@deriving compare, equal, yojson_of]
let equal_syntax = [%compare.equal: t] let equal_syntax = [%compare.equal: t]
@ -270,7 +271,8 @@ module Term = struct
| LessThan _ | LessThan _
| LessEqual _ | LessEqual _
| Equal _ | Equal _
| NotEqual _ -> | NotEqual _
| IsInstanceOf _ ->
true true
@ -325,6 +327,8 @@ module Term = struct
F.fprintf fmt "%a=%a" (pp_paren pp_var ~needs_paren) t1 (pp_paren pp_var ~needs_paren) t2 F.fprintf fmt "%a=%a" (pp_paren pp_var ~needs_paren) t1 (pp_paren pp_var ~needs_paren) t2
| NotEqual (t1, t2) -> | NotEqual (t1, t2) ->
F.fprintf fmt "%a≠%a" (pp_paren pp_var ~needs_paren) t1 (pp_paren pp_var ~needs_paren) t2 F.fprintf fmt "%a≠%a" (pp_paren pp_var ~needs_paren) t1 (pp_paren pp_var ~needs_paren) t2
| IsInstanceOf (v, t) ->
F.fprintf fmt "%a instanceof %a" pp_var v (Typ.pp Pp.text) t
let of_q q = Const q let of_q q = Const q
@ -395,7 +399,7 @@ module Term = struct
(** Fold [f] on the strict sub-terms of [t], if any. Preserve physical equality if [f] does. *) (** Fold [f] on the strict sub-terms of [t], if any. Preserve physical equality if [f] does. *)
let fold_map_direct_subterms t ~init ~f = let fold_map_direct_subterms t ~init ~f =
match t with match t with
| Var _ | Const _ | Linear _ -> | Var _ | Const _ | Linear _ | IsInstanceOf _ ->
(init, t) (init, t)
| Minus t_not | BitNot t_not | Not t_not -> | Minus t_not | BitNot t_not | Not t_not ->
let acc, t_not' = f init t_not in let acc, t_not' = f init t_not in
@ -476,11 +480,39 @@ module Term = struct
let acc, op = f init v in let acc, op = f init v in
let t' = match op with VarSubst v' when Var.equal v v' -> t | _ -> of_subst_target op in let t' = match op with VarSubst v' when Var.equal v v' -> t | _ -> of_subst_target op in
(acc, t') (acc, t')
| IsInstanceOf (v, typ) ->
let acc, op = f init v in
let t' =
match op with
| VarSubst v' when not (Var.equal v v') ->
IsInstanceOf (v', typ)
| QSubst _ | VarSubst _ | LinSubst _ ->
t
in
(acc, t')
| Linear l -> | Linear l ->
let acc, l' = LinArith.fold_subst_variables l ~init ~f in let acc, l' = LinArith.fold_subst_variables l ~init ~f in
let t' = if phys_equal l l' then t else Linear l' in let t' = if phys_equal l l' then t else Linear l' in
(acc, t') (acc, t')
| _ -> | Const _
| Add _
| Minus _
| LessThan _
| LessEqual _
| Equal _
| NotEqual _
| Mult _
| Div _
| And _
| Or _
| Not _
| Mod _
| BitAnd _
| BitOr _
| BitNot _
| BitShiftLeft _
| BitShiftRight _
| BitXor _ ->
fold_map_direct_subterms t ~init ~f:(fun acc t' -> fold_subst_variables t' ~init:acc ~f) fold_map_direct_subterms t ~init ~f:(fun acc t' -> fold_subst_variables t' ~init:acc ~f)
@ -515,7 +547,7 @@ module Term = struct
let map_z_z = conv2 Q.to_bigint Q.to_bigint Q.of_bigint in let map_z_z = conv2 Q.to_bigint Q.to_bigint Q.of_bigint in
let or_undef q_opt = Option.value ~default:Q.undef q_opt in let or_undef q_opt = Option.value ~default:Q.undef q_opt in
match t0 with match t0 with
| Const _ | Var _ -> | Const _ | Var _ | IsInstanceOf _ ->
t0 t0
| Linear l -> | Linear l ->
LinArith.get_as_const l |> Option.value_map ~default:t0 ~f:(fun c -> Const c) LinArith.get_as_const l |> Option.value_map ~default:t0 ~f:(fun c -> Const c)
@ -682,7 +714,8 @@ module Term = struct
| LessThan _ | LessThan _
| LessEqual _ | LessEqual _
| Equal _ | Equal _
| NotEqual _ -> | NotEqual _
| IsInstanceOf _ ->
None None
in in
match aux_linearize t with None -> t | Some l -> Linear l match aux_linearize t with None -> t | Some l -> Linear l
@ -1305,6 +1338,11 @@ let and_mk_atom mk_atom op1 op2 phi =
let and_equal = and_mk_atom Atom.equal let and_equal = and_mk_atom Atom.equal
let and_equal_instanceof v1 v2 t phi =
let atom = Atom.equal (Var v1) (IsInstanceOf (v2, t)) in
and_known_atom atom phi
let and_less_equal = and_mk_atom Atom.less_equal let and_less_equal = and_mk_atom Atom.less_equal
let and_less_than = and_mk_atom Atom.less_than let and_less_than = and_mk_atom Atom.less_than

@ -39,6 +39,8 @@ val ttrue : t
val and_equal : operand -> operand -> t -> (t * new_eqs) SatUnsat.t val and_equal : operand -> operand -> t -> (t * new_eqs) SatUnsat.t
val and_equal_instanceof : Var.t -> Var.t -> Typ.t -> t -> (t * new_eqs) SatUnsat.t
val and_less_equal : operand -> operand -> t -> (t * new_eqs) SatUnsat.t val and_less_equal : operand -> operand -> t -> (t * new_eqs) SatUnsat.t
val and_less_than : operand -> operand -> t -> (t * new_eqs) SatUnsat.t val and_less_than : operand -> operand -> t -> (t * new_eqs) SatUnsat.t

@ -911,14 +911,21 @@ module StdVector = struct
end end
module Java = struct module Java = struct
let instance_of (argv, hist) _ : model = let instance_of (argv, hist) typeexpr : model =
fun _ ~callee_procname:_ location ~ret:(ret_id, _) astate -> fun _ ~callee_procname:_ location ~ret:(ret_id, _) astate ->
let event = ValueHistory.Call {f= Model "Java.instanceof"; location; in_call= []} in let event = ValueHistory.Call {f= Model "Java.instanceof"; location; in_call= []} in
let res_addr = AbstractValue.mk_fresh () in let res_addr = AbstractValue.mk_fresh () in
PulseArithmetic.prune_positive argv astate match typeexpr with
| Exp.Sizeof {typ} ->
PulseArithmetic.and_equal_instanceof res_addr argv typ astate
|> PulseArithmetic.prune_positive argv
|> PulseArithmetic.and_eq_int res_addr IntLit.one |> PulseArithmetic.and_eq_int res_addr IntLit.one
|> PulseOperations.write_id ret_id (res_addr, event :: hist) |> PulseOperations.write_id ret_id (res_addr, event :: hist)
|> ok_continue |> ok_continue
(* The type expr is sometimes a Var expr but this is not expected.
This seems to be introduced by inline mechanism of Java synthetic methods during preanalysis *)
| _ ->
astate |> ok_continue
end end
module JavaCollection = struct module JavaCollection = struct

@ -400,6 +400,12 @@ let prune_binop ~negated bop lhs_op rhs_op ({is_unsat; bo_itvs= _; citvs; formul
({phi with is_unsat; formula}, new_eqs) ) ({phi with is_unsat; formula}, new_eqs) )
let and_eq_instanceof v1 v2 t phi =
let+ {is_unsat; bo_itvs; citvs; formula} = phi in
let+| formula, new_eqs = Formula.and_equal_instanceof v1 v2 t formula in
({is_unsat; bo_itvs; citvs; formula}, new_eqs)
(** {2 Queries} *) (** {2 Queries} *)
let is_known_zero phi v = let is_known_zero phi v =

@ -57,6 +57,8 @@ val eval_unop : AbstractValue.t -> Unop.t -> AbstractValue.t -> t -> t * new_eqs
val prune_binop : negated:bool -> Binop.t -> operand -> operand -> t -> t * new_eqs val prune_binop : negated:bool -> Binop.t -> operand -> operand -> t -> t * new_eqs
val and_eq_instanceof : AbstractValue.t -> AbstractValue.t -> Typ.t -> t -> t * new_eqs
(** {2 Queries} *) (** {2 Queries} *)
val is_known_zero : t -> AbstractValue.t -> bool val is_known_zero : t -> AbstractValue.t -> bool

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