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Stdune type 'a t = ('a -> eff) -> eff and eff = | Read_ivar : 'a ivar * ('a -> eff) -> eff | Fill_ivar : 'a ivar * 'a * (unit -> eff) -> eff | Suspend : ('a k -> unit) * ('a -> eff) -> eff | Resume : 'a k * 'a * (unit -> eff) -> eff | Get_var : 'a Univ_map.Key.t * ('a option -> eff) -> eff | Set_var : 'a Univ_map.Key.t * 'a * (unit -> eff) -> eff | Unset_var : 'a Univ_map.Key.t * (unit -> eff) -> eff | With_error_handler : (Exn_with_backtrace.t -> Nothing.t t) * (unit -> eff) -> eff | Unwind : ('a -> eff) * 'a -> eff | Map_reduce_errors : (module Monoid with type t = 'a) * (Exn_with_backtrace.t -> 'a t) * (unit -> eff) * (('b, 'a) result -> eff) -> eff | Unwind_map_reduce : ('a -> eff) * 'a -> eff | End_of_map_reduce_error_handler : (_, _) map_reduce_context' -> eff | End_of_fiber of unit | Never of unit (* Add a dummy unit argument to [End_of_fiber] and [Never] so that all constructors are boxed, which removes a branch in the pattern match. *) | Fork : eff * (unit -> eff) -> eff | Reraise : Exn_with_backtrace.t -> eff | Reraise_all : Exn_with_backtrace.t list -> eff | Toplevel_exception : Exn_with_backtrace.t -> eff | Done of value and 'a ivar = { mutable state : ('a, [ `Full | `Empty ]) ivar_state } and ('a, _) ivar_state = | Full : 'a -> ('a, [> `Full ]) ivar_state | Empty : ('a, [> `Empty ]) ivar_state | Empty_with_readers : context * ('a -> eff) * ('a, [ `Empty ]) ivar_state -> ('a, [> `Empty ]) ivar_state and value = .. and context = { parent : context ; on_error : Exn_with_backtrace.t k ; vars : Univ_map.t ; map_reduce_context : map_reduce_context } and ('a, 'b) map_reduce_context' = { k : ('a, 'b) result k ; mutable ref_count : int ; mutable errors : 'b } (* map_reduce_context *) and map_reduce_context = | Map_reduce_context : (_, _) map_reduce_context' -> map_reduce_context and 'a k = { run : 'a -> eff ; ctx : context } let return x k = k x let bind t ~f k = t (fun x -> f x k) let map t ~f k = t (fun x -> k (f x)) let with_error_handler f ~on_error k = With_error_handler (on_error, fun () -> f () (fun x -> Unwind (k, x))) let map_reduce_errors m ~on_error f k = Map_reduce_errors (m, on_error, (fun () -> f () (fun x -> Unwind_map_reduce (k, Ok x))), k) let suspend f k = Suspend (f, k) let resume suspended x k = Resume (suspended, x, k) let end_of_fiber = End_of_fiber () let never _k = Never () let apply f x = try f x with exn -> let exn = Exn_with_backtrace.capture exn in Reraise exn let apply2 f x y = try f x y with exn -> let exn = Exn_with_backtrace.capture exn in Reraise exn let[@inline always] fork a b = match apply a () with | End_of_fiber () -> b () | eff -> Fork (eff, b) let rec nfork x l f = match l with | [] -> f x | y :: l -> ( (* Manuall inline [fork] manually because the compiler is unfortunately not getting rid of the closures. *) match apply f x with | End_of_fiber () -> nfork y l f | eff -> Fork (eff, fun () -> nfork y l f)) let rec nforki i x l f = match l with | [] -> f i x | y :: l -> ( match apply2 f i x with | End_of_fiber () -> nforki (i + 1) y l f | eff -> Fork (eff, fun () -> nforki (i + 1) y l f)) let nforki x l f = nforki 0 x l f let rec nfork_seq left_over x (seq : _ Seq.t) f = match seq () with | Nil -> f x | Cons (y, seq) -> ( incr left_over; match apply f x with | End_of_fiber () -> nfork_seq left_over y seq f | eff -> Fork (eff, fun () -> nfork_seq left_over y seq f)) let parallel_iter_seq (seq : _ Seq.t) ~f k = match seq () with | Nil -> k () | Cons (x, seq) -> let left_over = ref 1 in let f x = f x (fun () -> decr left_over; if !left_over = 0 then k () else end_of_fiber) in nfork_seq left_over x seq f type ('a, 'b) fork_and_join_state = | Nothing_yet | Got_a of 'a | Got_b of 'b let fork_and_join fa fb k = let state = ref Nothing_yet in let ka a = match !state with | Nothing_yet -> state := Got_a a; end_of_fiber | Got_a _ -> assert false | Got_b b -> k (a, b) and kb b = match !state with | Nothing_yet -> state := Got_b b; end_of_fiber | Got_a a -> k (a, b) | Got_b _ -> assert false in match apply2 fa () ka with | End_of_fiber () -> fb () kb | eff -> Fork (eff, fun () -> fb () kb) let fork_and_join_unit fa fb k = let state = ref Nothing_yet in match apply2 fa () (fun () -> match !state with | Nothing_yet -> state := Got_a (); end_of_fiber | Got_a _ -> assert false | Got_b b -> k b) with | End_of_fiber () -> fb () k | eff -> Fork ( eff , fun () -> fb () (fun b -> match !state with | Nothing_yet -> state := Got_b b; end_of_fiber | Got_a () -> k b | Got_b _ -> assert false) ) let rec length_and_rev l len acc = match l with | [] -> (len, acc) | x :: l -> length_and_rev l (len + 1) (x :: acc) let length_and_rev l = length_and_rev l 0 [] let reraise_all l _k = match l with | [] -> Never () | [ exn ] -> Exn_with_backtrace.reraise exn | _ -> Reraise_all l module Ivar = struct type 'a t = 'a ivar let create () = { state = Empty } let read t k = Read_ivar (t, k) let fill t x k = Fill_ivar (t, x, k) let peek t k = k (match t.state with | Empty | Empty_with_readers _ -> None | Full x -> Some x) end module Var = struct include Univ_map.Key let get var k = Get_var (var, k) let get_exn var = map (get var) ~f:(function | None -> failwith "Fiber.Var.get_exn" | Some value -> value) let set var x f k = Set_var (var, x, fun () -> f () (fun x -> Unwind (k, x))) let unset var f k = Unset_var (var, fun () -> f () (fun x -> Unwind (k, x))) let create () = create ~name:"var" (fun _ -> Dyn.string "var") end let of_thunk f k = f () k module O = struct let ( >>> ) a b k = a (fun () -> b k) let ( >>= ) t f k = t (fun x -> f x k) let ( >>| ) t f k = t (fun x -> k (f x)) let ( let+ ) = ( >>| ) let ( let* ) = ( >>= ) let ( and* ) a b = fork_and_join (fun () -> a) (fun () -> b) let ( and+ ) = ( and* ) end open O let both a b = let* x = a in let* y = b in return (x, y) let sequential_map l ~f = let rec loop l acc = match l with | [] -> return (List.rev acc) | x :: l -> let* x = f x in loop l (x :: acc) in loop l [] let sequential_iter l ~f = let rec loop l = match l with | [] -> return () | x :: l -> let* () = f x in loop l in loop l let parallel_iter l ~f k = match l with | [] -> k () | [ x ] -> f x k | x :: l -> let len = List.length l + 1 in let left_over = ref len in let f x = f x (fun () -> decr left_over; if !left_over = 0 then k () else end_of_fiber) in nfork x l f let parallel_array_of_list_map' x l ~f k = let len = List.length l + 1 in let left_over = ref len in let results = ref [||] in let f i x = f x (fun y -> let a = match !results with | [||] -> let a = Array.make len y in results := a; a | a -> a.(i) <- y; a in decr left_over; if !left_over = 0 then k a else end_of_fiber) in nforki x l f let parallel_array_of_list_map l ~f k = match l with | [] -> k [||] | [ x ] -> f x (fun x -> k [| x |]) | x :: l -> parallel_array_of_list_map' x l ~f k let parallel_map l ~f k = match l with | [] -> k [] | [ x ] -> f x (fun x -> k [ x ]) | x :: l -> parallel_array_of_list_map' x l ~f (fun a -> k (Array.to_list a)) let all = sequential_map ~f:Fun.id let all_concurrently = parallel_map ~f:Fun.id let all_concurrently_unit l = parallel_iter l ~f:Fun.id let rec sequential_iter_seq (seq : _ Seq.t) ~f = match seq () with | Nil -> return () | Cons (x, seq) -> let* () = f x in sequential_iter_seq seq ~f let parallel_iter_set (type a s) (module S : Set.S with type elt = a and type t = s) set ~(f : a -> unit t) = parallel_iter_seq (S.to_seq set) ~f module Make_map_traversals (Map : Map.S) = struct let parallel_iter t ~f = parallel_iter_seq (Map.to_seq t) ~f:(fun (k, v) -> f k v) let parallel_map t ~f = if Map.is_empty t then return Map.empty else let+ a = parallel_array_of_list_map (Map.to_list t) ~f:(fun (k, v) -> f k v) in let pos = ref 0 in Map.mapi t ~f:(fun _ _ -> let i = !pos in pos := i + 1; a.(i)) end [@@inline always] let rec repeat_while : 'a. f:('a -> 'a option t) -> init:'a -> unit t = fun ~f ~init -> let* result = f init in match result with | None -> return () | Some init -> repeat_while ~f ~init let collect_errors f = let module Exns = Monoid.Appendable_list (Exn_with_backtrace) in let+ res = map_reduce_errors (module Exns) f ~on_error:(fun e -> return (Appendable_list.singleton e)) in match res with | Ok x -> Ok x | Error l -> Error (Appendable_list.to_list l) let finalize f ~finally = let* res1 = collect_errors f in let* res2 = collect_errors finally in let res = match (res1, res2) with | Ok x, Ok () -> Ok x | Error l, Ok _ | Ok _, Error l -> Error l | Error l1, Error l2 -> Error (l1 @ l2) in match res with | Ok x -> return x | Error l -> reraise_all l