infer_clone/infer/src/absint/ProcCfg.ml

(*
 * Copyright (c) 2016 - present Facebook, Inc.
 * All rights reserved.
 *
 * This source code is licensed under the BSD style license found in the
 * LICENSE file in the root directory of this source tree. An additional grant
 * of patent rights can be found in the PATENTS file in the same directory.
 *)

open! IStd
module F = Format

(** Control-flow graph for a single procedure (as opposed to cfg.ml, which represents a cfg for a
    file). Defines useful wrappers that allows us to do tricks like turn a forward cfg into a
    backward one, or view a cfg as having a single instruction per node. *)

type index = Node_index | Instr_index of int [@@deriving compare]

module type Node = sig
  type t

  type id

  val kind : t -> Procdesc.Node.nodekind

  val id : t -> id

  val hash : t -> int

  val loc : t -> Location.t

  val underlying_node : t -> Procdesc.Node.t

  val compare_id : id -> id -> int

  val pp_id : F.formatter -> id -> unit

  module IdMap : PrettyPrintable.PPMap with type key = id

  module IdSet : PrettyPrintable.PPSet with type elt = id
end

module DefaultNode = struct
  type t = Procdesc.Node.t

  type id = Procdesc.Node.id

  let kind = Procdesc.Node.get_kind

  let id = Procdesc.Node.get_id

  let hash = Procdesc.Node.hash

  let loc = Procdesc.Node.get_loc

  let underlying_node t = t

  let compare_id = Procdesc.Node.compare_id

  let pp_id = Procdesc.Node.pp_id

  module OrderedId = struct
    type t = id

    let compare = compare_id

    let pp = pp_id
  end

  module IdMap = PrettyPrintable.MakePPMap (OrderedId)
  module IdSet = PrettyPrintable.MakePPSet (OrderedId)
end

module InstrNode = struct
  type t = Procdesc.Node.t

  type id = Procdesc.Node.id * index

  let kind = Procdesc.Node.get_kind

  let underlying_node t = t

  let id t = (Procdesc.Node.get_id (underlying_node t), Node_index)

  let hash node = Hashtbl.hash (id node)

  let loc t = Procdesc.Node.get_loc t

  let compare_index = compare_index

  let compare_id (id1, index1) (id2, index2) =
    let n = Procdesc.Node.compare_id id1 id2 in
    if n <> 0 then n else compare_index index1 index2


  let pp_id fmt (id, index) =
    match index with
    | Node_index ->
        Procdesc.Node.pp_id fmt id
    | Instr_index i ->
        F.fprintf fmt "(%a: %d)" Procdesc.Node.pp_id id i


  module OrderedId = struct
    type t = id

    let compare = compare_id

    let pp = pp_id
  end

  module IdMap = PrettyPrintable.MakePPMap (OrderedId)
  module IdSet = PrettyPrintable.MakePPSet (OrderedId)
end

module type S = sig
  type t

  type node

  include Node with type t := node

  val instrs : node -> Sil.instr list
  (** get the instructions from a node *)

  val instr_ids : node -> (Sil.instr * id option) list
  (** explode a block into its instructions and an optional id for the instruction. the purpose of
      this is to specify a policy for fine-grained storage of invariants by the abstract
      interpreter. the interpreter will forget invariants at program points where the id is None,
      and remember them otherwise *)

  val succs : t -> node -> node list

  val preds : t -> node -> node list
  (** all predecessors (normal and exceptional) *)

  val normal_succs : t -> node -> node list
  (** non-exceptional successors *)

  val normal_preds : t -> node -> node list
  (** non-exceptional predecessors *)

  val exceptional_succs : t -> node -> node list
  (** exceptional successors *)

  val exceptional_preds : t -> node -> node list
  (** exceptional predescessors *)

  val start_node : t -> node

  val exit_node : t -> node

  val proc_desc : t -> Procdesc.t

  val nodes : t -> node list

  val from_pdesc : Procdesc.t -> t

  val is_loop_head : Procdesc.t -> node -> bool
end

(** Forward CFG with no exceptional control-flow *)
module Normal = struct
  type t = Procdesc.t

  type node = DefaultNode.t

  include (DefaultNode : module type of DefaultNode with type t := node)

  let instrs = Procdesc.Node.get_instrs

  let instr_ids n = List.map ~f:(fun i -> (i, None)) (instrs n)

  let normal_succs _ n = Procdesc.Node.get_succs n

  let normal_preds _ n = Procdesc.Node.get_preds n

  (* prune away exceptional control flow *)
  let exceptional_succs _ _ = []

  let exceptional_preds _ _ = []

  let succs = normal_succs

  let preds = normal_preds

  let start_node = Procdesc.get_start_node

  let exit_node = Procdesc.get_exit_node

  let proc_desc t = t

  let nodes = Procdesc.get_nodes

  let from_pdesc pdesc = pdesc

  let is_loop_head = Procdesc.is_loop_head
end

(** Forward CFG with exceptional control-flow *)
module Exceptional = struct
  type node = DefaultNode.t

  type id_node_map = node list Procdesc.IdMap.t

  type t = Procdesc.t * id_node_map

  include (DefaultNode : module type of DefaultNode with type t := node)

  let exceptional_succs _ n = Procdesc.Node.get_exn n

  let from_pdesc pdesc =
    (* map from a node to its exceptional predecessors *)
    let add_exn_preds exn_preds_acc n =
      let add_exn_pred exn_preds_acc exn_succ_node =
        let exn_succ_node_id = Procdesc.Node.get_id exn_succ_node in
        let existing_exn_preds =
          try Procdesc.IdMap.find exn_succ_node_id exn_preds_acc with Not_found -> []
        in
        if not (List.mem ~equal:Procdesc.Node.equal existing_exn_preds n) then
          (* don't add duplicates *)
          Procdesc.IdMap.add exn_succ_node_id (n :: existing_exn_preds) exn_preds_acc
        else exn_preds_acc
      in
      List.fold ~f:add_exn_pred ~init:exn_preds_acc (exceptional_succs pdesc n)
    in
    let exceptional_preds =
      List.fold ~f:add_exn_preds ~init:Procdesc.IdMap.empty (Procdesc.get_nodes pdesc)
    in
    (pdesc, exceptional_preds)


  let instrs = Procdesc.Node.get_instrs

  let instr_ids n = List.map ~f:(fun i -> (i, None)) (instrs n)

  let nodes (t, _) = Procdesc.get_nodes t

  let normal_succs _ n = Procdesc.Node.get_succs n

  let normal_preds _ n = Procdesc.Node.get_preds n

  let exceptional_preds (_, exn_pred_map) n =
    try Procdesc.IdMap.find (Procdesc.Node.get_id n) exn_pred_map with Not_found -> []


  (** get all normal and exceptional successors of [n]. *)
  let succs t n =
    let normal_succs = normal_succs t n in
    match exceptional_succs t n with
    | [] ->
        normal_succs
    | exceptional_succs ->
        normal_succs @ exceptional_succs |> List.sort ~cmp:Procdesc.Node.compare
        |> List.remove_consecutive_duplicates ~equal:Procdesc.Node.equal


  (** get all normal and exceptional predecessors of [n]. *)
  let preds t n =
    let normal_preds = normal_preds t n in
    match exceptional_preds t n with
    | [] ->
        normal_preds
    | exceptional_preds ->
        normal_preds @ exceptional_preds |> List.sort ~cmp:Procdesc.Node.compare
        |> List.remove_consecutive_duplicates ~equal:Procdesc.Node.equal


  let proc_desc (pdesc, _) = pdesc

  let start_node (pdesc, _) = Procdesc.get_start_node pdesc

  let exit_node (pdesc, _) = Procdesc.get_exit_node pdesc

  let is_loop_head = Procdesc.is_loop_head
end

(** Wrapper that reverses the direction of the CFG *)
module Backward (Base : S) = struct
  include Base

  let instrs n = List.rev (Base.instrs n)

  let instr_ids n = List.rev (Base.instr_ids n)

  let succs = Base.preds

  let preds = Base.succs

  let start_node = Base.exit_node

  let exit_node = Base.start_node

  let normal_succs = Base.normal_preds

  let normal_preds = Base.normal_succs

  let exceptional_succs = Base.exceptional_preds

  let exceptional_preds = Base.exceptional_succs
end

module OneInstrPerNode (Base : S with type node = Procdesc.Node.t and type id = Procdesc.Node.id) =
struct
  include (
    Base :
      module type of Base
      with type id := Procdesc.Node.id
       and type t = Base.t
       and module IdMap := Base.IdMap
       and module IdSet := Base.IdSet )

  type id = Base.id * index

  include (InstrNode : module type of InstrNode with type t := node and type id := id)

  (* keep the invariants before/after each instruction *)
  let instr_ids t =
    List.mapi
      ~f:(fun i instr ->
        let id = (Procdesc.Node.get_id t, Instr_index i) in
        (instr, Some id) )
      (instrs t)
end