ligo/src/utils/lwt_utils.ml

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(**************************************************************************)
(* *)
(* Copyright (c) 2014 - 2016. *)
(* Dynamic Ledger Solutions, Inc. <contact@tezos.com> *)
(* *)
(* All rights reserved. No warranty, explicit or implicit, provided. *)
(* *)
(**************************************************************************)
module LC = Lwt_condition
open Logging.Core
let (>>=) = Lwt.(>>=)
let (>|=) = Lwt.(>|=)
let never_ending = fst (Lwt.wait ())
(* A non exception-based cancelation mechanism. Builds a [cancelation]
thread to bind / pick on, awoken when a cancelation is requested by
[cancel ()]. [on_cancel cb] registers a callback to be called at
cancelation. [cancel ()] finishes when all calbacks have completed
(sequentially), instantly when called more than once. *)
let canceler ()
: (unit -> unit Lwt.t) *
(unit -> unit Lwt.t) *
((unit -> unit Lwt.t) -> unit) =
let cancelation = LC.create () in
let cancelation_complete = LC.create () in
let cancel_hook = ref (fun () -> Lwt.return ()) in
let canceling = ref false and canceled = ref false in
let cancel () =
if !canceled then
Lwt.return ()
else if !canceling then
LC.wait cancelation_complete
else begin
canceling := true ;
LC.broadcast cancelation () ;
!cancel_hook () >>= fun () ->
canceled := true ;
LC.broadcast cancelation_complete () ;
Lwt.return ()
end
in
let on_cancel cb =
let hook = !cancel_hook in
cancel_hook := (fun () -> hook () >>= cb) ;
in
let cancelation () =
if !canceling then Lwt.return ()
else LC.wait cancelation
in
cancelation, cancel, on_cancel
type trigger =
| Absent
| Present
| Waiting of unit Lwt.u
let trigger () : (unit -> unit) * (unit -> unit Lwt.t) =
let state = ref Absent in
let trigger () =
match !state with
| Absent -> state := Present
| Present -> ()
| Waiting u ->
state := Absent;
Lwt.wakeup u ()
in
let wait () =
match !state with
| Absent ->
let waiter, u = Lwt.wait () in
state := Waiting u;
waiter
| Present ->
state := Absent;
Lwt.return_unit
| Waiting u ->
Lwt.waiter_of_wakener u
in
trigger, wait
type 'a queue =
| Absent
| Present of 'a list ref
| Waiting of 'a list Lwt.u
let queue () : ('a -> unit) * (unit -> 'a list Lwt.t) =
let state = ref Absent in
let queue v =
match !state with
| Absent -> state := Present (ref [v])
| Present r -> r := v :: !r
| Waiting u ->
state := Absent;
Lwt.wakeup u [v]
in
let wait () =
match !state with
| Absent ->
let waiter, u = Lwt.wait () in
state := Waiting u;
waiter
| Present r ->
state := Absent;
Lwt.return (List.rev !r)
| Waiting u ->
Lwt.waiter_of_wakener u
in
queue, wait
(* A worker launcher, takes a cancel callback to call upon *)
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let worker ?(safe=false) name ~run ~cancel =
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let stop = LC.create () in
let fail e =
log_error "%s worker failed with %s" name (Printexc.to_string e) ;
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cancel () >>= fun () ->
if safe then Lwt.return_unit else Lwt.fail e
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in
let waiter = LC.wait stop in
log_info "%s worker started" name ;
Lwt.async
(fun () ->
Lwt.catch run fail >>= fun () ->
LC.signal stop ();
Lwt.return ()) ;
waiter >>= fun () ->
log_info "%s worker ended" name ;
Lwt.return ()
let rec chop k l =
if k = 0 then l else begin
match l with
| _::t -> chop (k-1) t
| _ -> assert false
end
let stable_sort cmp l =
let rec rev_merge l1 l2 accu =
match l1, l2 with
| [], l2 -> Lwt.return (List.rev_append l2 accu)
| l1, [] -> Lwt.return (List.rev_append l1 accu)
| h1::t1, h2::t2 ->
cmp h1 h2 >>= function
| x when x <= 0 -> rev_merge t1 l2 (h1::accu)
| _ -> rev_merge l1 t2 (h2::accu)
in
let rec rev_merge_rev l1 l2 accu =
match l1, l2 with
| [], l2 -> Lwt.return (List.rev_append l2 accu)
| l1, [] -> Lwt.return (List.rev_append l1 accu)
| h1::t1, h2::t2 ->
cmp h1 h2 >>= function
| x when x > 0 -> rev_merge_rev t1 l2 (h1::accu)
| _ -> rev_merge_rev l1 t2 (h2::accu)
in
let rec sort n l =
match n, l with
| 2, x1 :: x2 :: _ -> begin
cmp x1 x2 >|= function
| x when x <= 0 -> [x1; x2]
| _ -> [x2; x1]
end
| 3, x1 :: x2 :: x3 :: _ -> begin
cmp x1 x2 >>= function
| x when x <= 0 -> begin
cmp x2 x3 >>= function
| x when x <= 0 -> Lwt.return [x1; x2; x3]
| _ -> cmp x1 x3 >|= function
| x when x <= 0 -> [x1; x3; x2]
| _ -> [x3; x1; x2]
end
| _ -> begin
cmp x1 x3 >>= function
| x when x <= 0 -> Lwt.return [x2; x1; x3]
| _ -> cmp x2 x3 >|= function
| x when x <= 0 -> [x2; x3; x1]
| _ -> [x3; x2; x1]
end
end
| n, l ->
let n1 = n asr 1 in
let n2 = n - n1 in
let l2 = chop n1 l in
rev_sort n1 l >>= fun s1 ->
rev_sort n2 l2 >>= fun s2 ->
rev_merge_rev s1 s2 []
and rev_sort n l =
match n, l with
| 2, x1 :: x2 :: _ -> begin
cmp x1 x2 >|= function
| x when x > 0 -> [x1; x2]
| _ -> [x2; x1]
end
| 3, x1 :: x2 :: x3 :: _ -> begin
cmp x1 x2 >>= function
| x when x > 0 -> begin
cmp x2 x3 >>= function
| x when x > 0 -> Lwt.return [x1; x2; x3]
| _ ->
cmp x1 x3 >|= function
| x when x > 0 -> [x1; x3; x2]
| _ -> [x3; x1; x2]
end
| _ -> begin
cmp x1 x3 >>= function
| x when x > 0 -> Lwt.return [x2; x1; x3]
| _ ->
cmp x2 x3 >|= function
| x when x > 0 -> [x2; x3; x1]
| _ -> [x3; x2; x1]
end
end
| n, l ->
let n1 = n asr 1 in
let n2 = n - n1 in
let l2 = chop n1 l in
sort n1 l >>= fun s1 ->
sort n2 l2 >>= fun s2 ->
rev_merge s1 s2 []
in
let len = List.length l in
if len < 2 then Lwt.return l else sort len l
let sort = stable_sort
let rec read_bytes ?(pos = 0) ?len fd buf =
let len = match len with None -> Bytes.length buf - pos | Some l -> l in
let rec inner pos len =
if len = 0 then
Lwt.return_unit
else
Lwt_unix.read fd buf pos len >>= fun nb_read ->
inner (pos + nb_read) (len - nb_read)
in
inner pos len
let read_mbytes ?(pos=0) ?len fd buf =
let len = match len with None -> MBytes.length buf - pos | Some l -> l in
let rec inner pos len =
if len = 0 then
Lwt.return_unit
else
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Lwt_bytes.read fd buf pos len >>= function
| 0 -> Lwt.fail End_of_file (* other endpoint cleanly closed its connection *)
| nb_read -> inner (pos + nb_read) (len - nb_read)
in
inner pos len
let write_mbytes ?(pos=0) ?len descr buf =
let len = match len with None -> MBytes.length buf - pos | Some l -> l in
let rec inner pos len =
if len = 0 then
Lwt.return_unit
else
Lwt_bytes.write descr buf pos len >>= fun nb_written ->
inner (pos + nb_written) (len - nb_written) in
inner pos len