package incr_map
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>
Helpers for incremental operations on map like data structures
Install
dune-project
Dependency
Authors
Maintainers
Sources
v0.17.0.tar.gz
sha256=91acc784e4760af8544c4504bee1a9f6d7385eb0620f8e56392cd193a250b7d2
doc/src/incr_map/incr_map.ml.html
Source file incr_map.ml
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Core include Incr_map_intf let no_instrumentation = { Instrumentation.f = (fun f -> f ()) } (** This type lets us capture the kind of map function being performed, so we can with one implementation perform map and filter-map operations. Here, ['input_data] is the type of data in the input map, ['output_data] is the type of data in the output map, and ['f_output] is the return type of the [~f] function passed to the mapping function. *) module Map_type = struct type ('input_data, 'output_data, 'f_output) t = | Map : ('input_data, 'output_data, 'output_data) t | Filter_map : ('input_data, 'output_data, 'output_data option) t (* The extra type variable 'a is to allow in future: | Filter : ('output_data, 'output_data, bool) t *) end module Generic = struct let with_old ~instrumentation i ~f = let open Incremental.Let_syntax in let old = ref None in let%map a = i in instrumentation.Instrumentation.f (fun () -> let b = f ~old:!old a in old := Some (a, b); b) ;; let cutoff ?(instrumentation = no_instrumentation) map ~cutoff = let data_equal old_value new_value = Incremental.Cutoff.should_cutoff cutoff ~old_value ~new_value in with_old ~instrumentation map ~f:(fun ~old cur -> match old with | None -> cur | Some (_old_in, old) -> Map.fold_symmetric_diff ~data_equal ~init:old old cur ~f:(fun acc (key, change) -> match change with | `Left _old -> Map.remove acc key | `Right new_ -> Map.add_exn acc ~key ~data:new_ | `Unequal (_old, new_value) -> Map.set acc ~key ~data:new_value)) ;; let unordered_fold ~instrumentation ?(data_equal = phys_equal) ?update ?specialized_initial ?(finalize = Fn.id) ?(revert_to_init_when_empty = false) map ~init ~add ~remove = let update = let default ~key ~old_data ~new_data acc = add ~key ~data:new_data (remove ~key ~data:old_data acc) in Option.value update ~default in with_old ~instrumentation map ~f:(fun ~old new_in -> let acc = match old with | None -> (match specialized_initial with | None -> Map.fold ~init ~f:add new_in | Some initial -> initial ~init new_in) | Some (old_in, old_out) -> if revert_to_init_when_empty && Map.length new_in = 0 then init else Map.fold_symmetric_diff ~init:old_out old_in new_in ~data_equal ~f:(fun acc (key, change) -> match change with | `Left old -> remove ~key ~data:old acc | `Right new_ -> add ~key ~data:new_ acc | `Unequal (old, new_) -> update ~key ~old_data:old ~new_data:new_ acc) in finalize acc) ;; let unordered_fold_nested_maps ~instrumentation ?(data_equal = phys_equal) ?revert_to_init_when_empty ?update incr_map ~init ~add ~remove = let update = match update with | Some update -> update | None -> fun ~outer_key ~inner_key ~old_data ~new_data acc -> add ~outer_key ~inner_key ~data:new_data (remove ~outer_key ~inner_key ~data:old_data acc) in unordered_fold incr_map ~instrumentation ?revert_to_init_when_empty ~init ~update:(fun ~key:outer_key ~old_data:old_inner_map ~new_data:new_inner_map acc -> (Map.fold_symmetric_diff old_inner_map new_inner_map ~data_equal) ~init:acc ~f:(fun acc (inner_key, diff) -> match diff with | `Left data_removed -> remove ~outer_key ~inner_key ~data:data_removed acc | `Right data_added -> add ~outer_key ~inner_key ~data:data_added acc | `Unequal (old_data, new_data) -> update ~outer_key ~inner_key ~old_data ~new_data acc) [@nontail]) ~add:(fun ~key:outer_key ~data:inner_map acc -> Map.fold inner_map ~init:acc ~f:(fun ~key:inner_key ~data acc -> add ~outer_key ~inner_key ~data acc)) ~remove:(fun ~key:outer_key ~data:inner_map acc -> Map.fold inner_map ~init:acc ~f:(fun ~key:inner_key ~data acc -> remove ~outer_key ~inner_key ~data acc)) ;; let with_comparator' get_comparator x f = Incremental.bind (Incremental.freeze (Incremental.map x ~f:get_comparator)) ~f ;; (** Captures the comparator (which can't change anyway, since the type determines the comparator) by freezing the corresponding map. Note that by first using Incremental.map to get the comparator out of the map, we allow the initial map itself to be garbage collected *) let with_comparator map f = with_comparator' Map.comparator map f let of_set ?(instrumentation = no_instrumentation) set = with_comparator' Set.comparator set (fun comparator -> let old_input = ref (Set.Using_comparator.empty ~comparator) in let old_output = ref (Map.Using_comparator.empty ~comparator) in Incremental.map set ~f:(fun new_input -> instrumentation.Instrumentation.f (fun () -> let new_output = Sequence.fold (Set.symmetric_diff !old_input new_input) ~init:!old_output ~f:(fun output -> function | First k -> Map.remove output k | Second k -> Map.add_exn output ~key:k ~data:()) in old_input := new_input; old_output := new_output; new_output))) ;; let generic_mapi (type input_data output_data f_output state_witness) (witness : (input_data, output_data, f_output) Map_type.t) ~instrumentation ?(data_equal = phys_equal) (map : (('key, input_data, 'cmp) Map.t, state_witness) Incremental.t) ~(f : key:'key -> data:input_data -> f_output) = with_old ~instrumentation map ~f:(fun ~old input -> match old, Map.length input with | _, 0 | None, _ -> (match witness with | Map_type.Map -> (Map.mapi input ~f : ('key, output_data, 'cmp) Map.t) | Map_type.Filter_map -> Map.filter_mapi input ~f) | Some (old_input, old_output), _ -> Map.fold_symmetric_diff old_input input ~data_equal ~init:old_output ~f:(fun output (key, change) -> match change with | `Left _ -> Map.remove output key | `Right new_data | `Unequal (_, new_data) -> let res = f ~key ~data:new_data in (match witness with | Map_type.Map -> Map.set output ~key ~data:res | Map_type.Filter_map -> (match res with | None -> Map.remove output key | Some output_data -> Map.set output ~key ~data:output_data)))) ;; let mapi ?(instrumentation = no_instrumentation) ?data_equal map ~f = generic_mapi Map ~instrumentation ?data_equal map ~f ;; let filter_mapi ?(instrumentation = no_instrumentation) ?data_equal map ~f = generic_mapi Filter_map ~instrumentation ?data_equal map ~f ;; let map ?instrumentation ?data_equal map ~f = mapi ?instrumentation ?data_equal map ~f:(fun ~key:_ ~data -> f data) ;; let filter_map ?instrumentation ?data_equal map ~f = filter_mapi ?instrumentation ?data_equal map ~f:(fun ~key:_ ~data -> f data) ;; let with_old2 ~instrumentation i1 i2 ~f = let old = ref None in Incremental.map2 i1 i2 ~f:(fun a1 a2 -> instrumentation.Instrumentation.f (fun () -> let b = f ~old:!old a1 a2 in old := Some (a1, a2, b); b)) ;; let unordered_fold_with_extra ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) ?(extra_equal = phys_equal) ?update ?specialized_initial ?(finalize = Fn.id) ?(revert_to_init_when_empty = false) map extra ~init ~add ~remove ~extra_changed = let update = let default ~key ~old_data ~new_data acc extra = add ~key ~data:new_data (remove ~key ~data:old_data acc extra) extra in Option.value update ~default in with_old2 ~instrumentation map extra ~f:(fun ~old new_in new_extra -> let acc = match old with | None -> (match specialized_initial with | None -> Map.fold new_in ~init ~f:(fun ~key ~data acc -> add ~key ~data acc new_extra) | Some initial -> initial ~init new_in new_extra) | Some (old_in, old_extra, old_out) -> let acc = if extra_equal old_extra new_extra then old_out else extra_changed ~old_extra ~new_extra ~input:old_in old_out in if revert_to_init_when_empty && Map.length new_in = 0 then init else Map.fold_symmetric_diff ~init:acc old_in new_in ~data_equal ~f:(fun acc (key, change) -> match change with | `Left old -> remove ~key ~data:old acc new_extra | `Right new_ -> add ~key ~data:new_ acc new_extra | `Unequal (old, new_) -> update ~key ~old_data:old ~new_data:new_ acc new_extra) in finalize acc) ;; let mapi_count (type a cmp) ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) input ~(comparator : (module Comparator.S with type t = a and type comparator_witness = cmp)) ~f = let module M = (val comparator) in let add new_key acc = Map.update acc new_key ~f:(function | None -> 1 | Some n -> n + 1) in let remove new_key acc = Map.change acc new_key ~f:(function | None -> None | Some 1 -> None | Some n -> Some (n - 1)) in unordered_fold ~instrumentation ~data_equal input ~init:(Map.empty (module M)) ~add:(fun ~key ~data acc -> add (f ~key ~data) acc) ~remove:(fun ~key ~data acc -> remove (f ~key ~data) acc) ~update:(fun ~key ~old_data ~new_data acc -> let prev_key = f ~key ~data:old_data in let new_key = f ~key ~data:new_data in if M.comparator.compare prev_key new_key = 0 then acc else acc |> remove prev_key |> add new_key) ;; let map_count ?instrumentation ?data_equal input ~comparator ~f = mapi_count ?instrumentation ?data_equal input ~comparator ~f:(fun ~key:_ ~data -> f data) ;; let min_helper map = match Map.min_elt map with | None -> None | Some (min, _) -> Some min ;; let max_helper map = match Map.max_elt map with | None -> None | Some (max, _) -> Some max ;; let bounds_helper map = match Map.min_elt map, Map.max_elt map with | None, None -> None | Some (min, _), Some (max, _) -> Some (min, max) | _ -> assert false ;; let mapi_min ?instrumentation ?data_equal input ~comparator ~f = Incremental.map ~f:min_helper (mapi_count ?instrumentation ?data_equal input ~comparator ~f) ;; let mapi_max ?instrumentation ?data_equal input ~comparator ~f = Incremental.map ~f:max_helper (mapi_count ?instrumentation ?data_equal input ~comparator ~f) ;; let mapi_bounds ?instrumentation ?data_equal input ~comparator ~f = Incremental.map ~f:bounds_helper (mapi_count ?instrumentation ?data_equal input ~comparator ~f) ;; let map_min ?instrumentation ?data_equal input ~comparator ~f = mapi_min ?instrumentation ?data_equal input ~comparator ~f:(fun ~key:_ ~data -> f data) ;; let map_max ?instrumentation ?data_equal input ~comparator ~f = mapi_max ?instrumentation ?data_equal input ~comparator ~f:(fun ~key:_ ~data -> f data) ;; let min_value ?instrumentation ?data_equal input ~comparator = map_min ?instrumentation ?data_equal input ~comparator ~f:Fn.id ;; let max_value ?instrumentation ?data_equal input ~comparator = map_max ?instrumentation ?data_equal input ~comparator ~f:Fn.id ;; let map_bounds ?instrumentation ?data_equal input ~comparator ~f = mapi_bounds ?instrumentation ?data_equal input ~comparator ~f:(fun ~key:_ ~data -> f data) ;; let value_bounds ?instrumentation ?data_equal input ~comparator = map_bounds ?instrumentation ?data_equal input ~comparator ~f:Fn.id ;; let ~old ~new_left_map ~new_right_map ~data_equal_left ~data_equal_right ~f = let comparator = Map.comparator new_left_map in let old_left_map, old_right_map, old_output = match old with | None -> let empty = Map.Using_comparator.empty ~comparator in empty, empty, empty | Some x -> x in let apply_right output (key, diff_element) = f ~old_output ~key ~output ~diff_element:(`Right diff_element) in if phys_equal old_left_map new_left_map then Map.fold_symmetric_diff ~init:old_output old_right_map new_right_map ~data_equal:data_equal_right ~f:apply_right [@nontail] else ( let right_diffs = Map.symmetric_diff old_right_map new_right_map ~data_equal:data_equal_right in let output, right_diffs = Map.fold_symmetric_diff ~init:(old_output, Sequence.next right_diffs) old_left_map new_left_map ~data_equal:data_equal_left ~f:(fun (output, right_diffs) (left_key, left_diff_element) -> let rec loop compare ~old_output ~output right_diffs left_key left_diff_element ~f = let[@inline] apply_left output = f ~old_output ~key:left_key ~output ~diff_element:(`Left left_diff_element) in let[@inline] apply_right output (key, diff_element) = f ~old_output ~key ~output ~diff_element:(`Right diff_element) in match right_diffs with | None -> apply_left output, right_diffs | Some (((right_key, right_diff_element) as hd), tl) -> (match compare left_key right_key with | 0 -> ( f ~old_output ~key:left_key ~output ~diff_element:(`Both (left_diff_element, right_diff_element)) , Sequence.next tl ) | x when x > 0 -> (loop [@tailcall]) compare ~old_output ~output:(apply_right output hd) (Sequence.next tl) left_key left_diff_element ~f | _ -> apply_left output, right_diffs) in loop comparator.compare ~old_output ~output right_diffs left_key left_diff_element ~f [@nontail]) in Option.value_map right_diffs ~default:output ~f:(fun (hd, tl) -> Sequence.fold ~init:(apply_right output hd) tl ~f:apply_right) [@nontail]) ;; let new_data_from_diff_element = function | `Left _ -> None | `Right x | `Unequal (_, x) -> Some x ;; let merge ?(instrumentation = no_instrumentation) ?(data_equal_left = phys_equal) ?(data_equal_right = phys_equal) left_map right_map ~f = with_old2 left_map right_map ~instrumentation ~f:(fun ~old new_left_map new_right_map -> merge_shared_impl ~old ~new_left_map ~new_right_map ~data_equal_left ~data_equal_right ~f:(fun ~old_output:_ ~key ~output ~diff_element -> (* These values represent whether there is data for the given key in the new input in the left and right map. *) let left_data_opt, right_data_opt = match diff_element with | `Both (left_diff, right_diff) -> new_data_from_diff_element left_diff, new_data_from_diff_element right_diff | `Left left_diff -> new_data_from_diff_element left_diff, Map.find new_right_map key | `Right right_diff -> Map.find new_left_map key, new_data_from_diff_element right_diff in let output_data_opt = match left_data_opt, right_data_opt with | None, None -> None | Some x, None -> f ~key (`Left x) | None, Some y -> f ~key (`Right y) | Some x, Some y -> f ~key (`Both (x, y)) in match output_data_opt with | None -> Map.remove output key | Some data -> Map.set output ~key ~data)) ;; let merge_both_some ?(instrumentation = no_instrumentation) ?(data_equal_left = phys_equal) ?(data_equal_right = phys_equal) ?(out_equal = phys_equal) left_map right_map ~f = with_old2 left_map right_map ~instrumentation ~f:(fun ~old new_left_map new_right_map -> let comparator = Map.comparator new_left_map in let empty = Map.Using_comparator.empty ~comparator in match Map.length new_left_map, Map.length new_right_map with (* Because we only care about keys that are in both maps, if either map is empty, bail early. *) | 0, _ | _, 0 -> empty | _ -> merge_shared_impl ~old ~new_left_map ~new_right_map ~data_equal_left ~data_equal_right ~f:(fun ~old_output ~key ~output ~diff_element -> let left_and_right_data_opt = let open Option.Let_syntax in match diff_element with | `Both (left_diff, right_diff) -> let%bind left_data = new_data_from_diff_element left_diff in let%map right_data = new_data_from_diff_element right_diff in left_data, right_data | `Left left_diff -> let%bind left_data = new_data_from_diff_element left_diff in let%map right_data = Map.find new_right_map key in left_data, right_data | `Right right_diff -> (* This match arm binds [right_data] first because the map lookup is slower than calling [new_data_from_diff_element]. *) let%bind right_data = new_data_from_diff_element right_diff in let%map left_data = Map.find new_left_map key in left_data, right_data in (* look for the previously computed value to see if we actually need to add or remove the key. *) let prev_out = Map.find old_output key in match left_and_right_data_opt with | Some (x, y) -> let data = f ~key x y in (match prev_out with (* if the new result is the same as the old, don't change the map *) | Some prev_out when out_equal data prev_out -> output | None | Some _ -> Map.set output ~key ~data) | None -> (match prev_out with | None -> output | Some _ -> Map.remove output key))) ;; let merge_disjoint ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) left_map right_map = with_old2 left_map right_map ~instrumentation ~f:(fun ~old new_left_map new_right_map -> let comparator = Map.comparator new_left_map in let empty = Map.Using_comparator.empty ~comparator in let merge_from_scratch () = Map.merge_skewed new_left_map new_right_map ~combine:(fun ~key _ _ -> raise_s [%message [%here] "Incr_map.merge_disjoint" "caller has broken invariant, a key is present in both maps" ~key:(comparator.sexp_of_t key : Sexp.t)]) in match Map.length new_left_map, Map.length new_right_map with | 0, 0 -> empty | 0, _ -> (* if the left map is empty, the "merged" result is the right map *) new_right_map | _, 0 -> (* if the right map is empty, the "merged" result is the left map*) new_left_map | l, r when l < Int.floor_log2 r || r < Int.floor_log2 l -> (* If one of the maps is small enough in comparison to the other, [Map.merge_skewed] is likely cheaper than computing the symmetric diff of both maps *) merge_from_scratch () | _, _ -> (match old with | None -> merge_from_scratch () | Some (old_left_map, old_right_map, old_result) -> let with_left_changes = Map.fold_symmetric_diff old_left_map new_left_map ~data_equal ~init:old_result ~f:(fun acc (key, elt) -> match elt with | `Right data -> Map.set acc ~key ~data | `Left _ -> Map.remove acc key | `Unequal (_prev, cur) -> Map.set acc ~key ~data:cur) in Map.fold_symmetric_diff old_right_map new_right_map ~data_equal ~init:with_left_changes ~f:(fun acc (key, elt) -> match elt with | `Right data -> Map.set acc ~key ~data | `Left _ -> (* the key may have been moved into the the left map, so check before removing *) if Map.mem new_left_map key then acc else Map.remove acc key | `Unequal (_prev, cur) -> Map.set acc ~key ~data:cur))) ;; let generic_mapi_with_comparator' (type input_data output_data f_output state_witness) (witness : (input_data, output_data, f_output) Map_type.t) ~instrumentation ?cutoff ?(data_equal = phys_equal) (lhs : (('key, input_data, 'cmp) Map.t, state_witness) Incremental.t) ~(comparator : ('key, 'cmp) Comparator.t) ~(f : key:'key -> data:(input_data, state_witness) Incremental.t -> (f_output, state_witness) Incremental.t) : (('key, output_data, 'cmp) Map.t, state_witness) Incremental.t = let module E = Incremental.Expert in let incremental_state = Incremental.state lhs in let empty_map = Map.Using_comparator.empty ~comparator in let prev_map = ref empty_map in let prev_nodes = ref empty_map in let acc : ('key, output_data, 'cmp) Map.t ref = ref empty_map in let result = E.Node.create incremental_state (fun () -> !acc) in let (on_inner_change : key:'key -> f_output -> unit) = match witness with | Map_type.Map -> fun ~key data -> acc := Map.set !acc ~key ~data | Map_type.Filter_map -> fun ~key opt -> let old = !acc in acc := (match opt with | None -> Map.remove old key | Some data -> Map.set old ~key ~data) in let rec lhs_change = lazy (Incremental.map lhs ~f:(fun map -> instrumentation.Instrumentation.f (fun () -> let new_nodes = Map.fold_symmetric_diff ~data_equal !prev_map map ~init:!prev_nodes ~f:(fun nodes (key, changed) -> match changed with | `Unequal _ -> let node, _dep = Map.find_exn nodes key in E.Node.make_stale node; nodes | `Left _ -> let node, dep = Map.find_exn nodes key in let nodes = Map.remove nodes key in E.Node.remove_dependency result dep; acc := Map.remove !acc key; E.Node.invalidate node; nodes | `Right _ -> let node = E.Node.create incremental_state (fun () -> Map.find_exn !prev_map key) in Option.iter cutoff ~f:(fun c -> Incremental.set_cutoff (E.Node.watch node) c); E.Node.add_dependency node (E.Dependency.create (force lhs_change)); let user_function_dep = E.Dependency.create (f ~key ~data:(E.Node.watch node)) ~on_change:(on_inner_change ~key) in E.Node.add_dependency result user_function_dep; Map.set nodes ~key ~data:(node, user_function_dep)) in prev_nodes := new_nodes; prev_map := map))) in E.Node.add_dependency result (E.Dependency.create (force lhs_change)); E.Node.watch result ;; let filter_mapi' ?(instrumentation = no_instrumentation) ?cutoff ?data_equal map ~f = with_comparator map (fun comparator -> generic_mapi_with_comparator' Map_type.Filter_map ~instrumentation ?cutoff ?data_equal map ~f ~comparator) ;; let mapi' ?(instrumentation = no_instrumentation) ?cutoff ?data_equal map ~f = with_comparator map (fun comparator -> generic_mapi_with_comparator' Map_type.Map ~instrumentation ?cutoff ?data_equal map ~f ~comparator) ;; let map' ?instrumentation ?cutoff ?data_equal map ~f = mapi' ?instrumentation ?cutoff ?data_equal map ~f:(fun ~key:_ ~data -> f data) ;; let filter_map' ?instrumentation ?cutoff ?data_equal map ~f = filter_mapi' ?instrumentation ?cutoff ?data_equal map ~f:(fun ~key:_ ~data -> f data) ;; let merge' ?instrumentation ?cutoff ?data_equal_left ?data_equal_right map1 map2 ~f = merge ?instrumentation ?data_equal_left ?data_equal_right map1 map2 ~f:(fun ~key:_ diff -> Some diff) |> filter_mapi' ?instrumentation ?cutoff ~f:(fun ~key ~data:diff -> f ~key diff) ;; let unzip_mapi_with_comparator (type v v1 v2 state_witness) ~instrumentation ?(data_equal : v -> v -> bool = phys_equal) ?(left_result_equal : v1 -> v1 -> bool = phys_equal) ?(right_result_equal : v2 -> v2 -> bool = phys_equal) (input : (('key, v, 'cmp) Map.t, state_witness) Incremental.t) ~(comparator : ('key, 'cmp) Comparator.t) ~(f : key:'key -> data:v -> v1 * v2) : (('key, v1, 'cmp) Map.t, state_witness) Incremental.t * (('key, v2, 'cmp) Map.t, state_witness) Incremental.t = let module E = Incremental.Expert in let incremental_state = Incremental.state input in let empty_map = Map.Using_comparator.empty ~comparator in let left_acc : ('key, v1, 'cmp) Map.t ref = ref empty_map in let left_result = E.Node.create incremental_state (fun () -> !left_acc) in let right_acc : ('key, v2, 'cmp) Map.t ref = ref empty_map in let right_result = E.Node.create incremental_state (fun () -> !right_acc) in let prev_map = ref empty_map in let input_change = Incremental.map input ~f:(fun map -> instrumentation.Instrumentation.f (fun () -> let left, right = match Map.is_empty !prev_map, Map.is_empty map with | true, true | false, true -> empty_map, empty_map | true, false -> (* Mapping on a map is way faster than symmetric diffing and then building the maps up piece by piece, so we do this whenever we transition from "empty" to "something", which will almost always happen on the first stabilization. *) let left = Map.mapi map ~f:(fun ~key ~data -> let l, _ = f ~key ~data in l) in let right = Map.mapi map ~f:(fun ~key ~data -> let _, r = f ~key ~data in r) in left, right | false, false -> Map.fold_symmetric_diff ~data_equal !prev_map map ~init:(!left_acc, !right_acc) ~f:(fun (left, right) (key, changed) -> match changed with | `Unequal (prev, new_) -> let prev_a, prev_b = f ~key ~data:prev in let new_a, new_b = f ~key ~data:new_ in let left = if left_result_equal prev_a new_a then left else Map.set left ~key ~data:new_a in let right = if right_result_equal prev_b new_b then right else Map.set right ~key ~data:new_b in left, right | `Left _ -> Map.remove left key, Map.remove right key | `Right element -> let a, b = f ~key ~data:element in Map.set left ~key ~data:a, Map.set right ~key ~data:b) in if not (phys_equal !left_acc left) then E.Node.make_stale left_result; if not (phys_equal !right_acc right) then E.Node.make_stale right_result; left_acc := left; right_acc := right; prev_map := map)) in E.Node.add_dependency left_result (E.Dependency.create input_change); E.Node.add_dependency right_result (E.Dependency.create input_change); E.Node.watch left_result, E.Node.watch right_result ;; let unzip_mapi ?(instrumentation = no_instrumentation) ?data_equal ?left_result_equal ?right_result_equal input ~f = let pair = with_comparator input (fun comparator -> input |> unzip_mapi_with_comparator ~instrumentation ?data_equal ?left_result_equal ?right_result_equal ~comparator ~f |> Tuple2.uncurry Incremental.both) in Incremental.map ~f:fst pair, Incremental.map ~f:snd pair ;; let unzip ?instrumentation ?left_result_equal ?right_result_equal input = let data_equal = Option.map2 left_result_equal right_result_equal ~f:(fun l r -> Tuple2.equal ~eq1:l ~eq2:r) in unzip_mapi ?instrumentation ?data_equal ?left_result_equal ?right_result_equal input ~f:(fun ~key:_ ~data -> data) ;; let unzip_mapi_with_comparator' (type v v1 v2 state_witness) ~instrumentation ?cutoff ?(data_equal = phys_equal) (input : (('key, v, 'cmp) Map.t, state_witness) Incremental.t) ~(comparator : ('key, 'cmp) Comparator.t) ~(f : key:'key -> data:(v, state_witness) Incremental.t -> (v1, state_witness) Incremental.t * (v2, state_witness) Incremental.t) : (('key, v1, 'cmp) Map.t, state_witness) Incremental.t * (('key, v2, 'cmp) Map.t, state_witness) Incremental.t = let module E = Incremental.Expert in let incremental_state = Incremental.state input in let empty_map = Map.Using_comparator.empty ~comparator in let prev_map = ref empty_map in let prev_nodes = ref empty_map in let left_acc : ('key, v1, 'cmp) Map.t ref = ref empty_map in let left_result = E.Node.create incremental_state (fun () -> !left_acc) in let right_acc : ('key, v2, 'cmp) Map.t ref = ref empty_map in let right_result = E.Node.create incremental_state (fun () -> !right_acc) in let left_on_inner_change ~key data = left_acc := Map.set !left_acc ~key ~data in let right_on_inner_change ~key data = right_acc := Map.set !right_acc ~key ~data in let rec input_change = lazy (Incremental.map input ~f:(fun map -> instrumentation.Instrumentation.f (fun () -> let new_nodes = Map.fold_symmetric_diff ~data_equal !prev_map map ~init:!prev_nodes ~f:(fun nodes (key, changed) -> match changed with | `Unequal _ -> let node, _left_dep, _right_dep = Map.find_exn nodes key in E.Node.make_stale node; nodes | `Left _ -> let node, left_dep, right_dep = Map.find_exn nodes key in let nodes = Map.remove nodes key in E.Node.remove_dependency left_result left_dep; E.Node.remove_dependency right_result right_dep; left_acc := Map.remove !left_acc key; right_acc := Map.remove !right_acc key; E.Node.invalidate node; nodes | `Right _ -> let node = E.Node.create incremental_state (fun () -> Map.find_exn !prev_map key) in Option.iter cutoff ~f:(fun c -> Incremental.set_cutoff (E.Node.watch node) c); E.Node.add_dependency node (E.Dependency.create (force input_change)); let left_incr, right_incr = f ~key ~data:(E.Node.watch node) in let left_user_function_dep = E.Dependency.create left_incr ~on_change:(left_on_inner_change ~key) in let right_user_function_dep = E.Dependency.create right_incr ~on_change:(right_on_inner_change ~key) in E.Node.add_dependency left_result left_user_function_dep; E.Node.add_dependency right_result right_user_function_dep; Map.set nodes ~key ~data:(node, left_user_function_dep, right_user_function_dep)) in prev_nodes := new_nodes; prev_map := map))) in E.Node.add_dependency left_result (E.Dependency.create (force input_change)); E.Node.add_dependency right_result (E.Dependency.create (force input_change)); E.Node.watch left_result, E.Node.watch right_result ;; let unzip_mapi' ?(instrumentation = no_instrumentation) ?cutoff ?data_equal map ~f = let pair = with_comparator map (fun comparator -> map |> unzip_mapi_with_comparator' ~instrumentation ?cutoff ?data_equal ~comparator ~f |> Incremental.return (Incremental.state map)) in Incremental.bind ~f:fst pair, Incremental.bind ~f:snd pair ;; let keys ?(instrumentation = no_instrumentation) map = with_comparator map (fun comparator -> let add ~key ~data:_ acc = Set.add acc key in let remove ~key ~data:_ acc = Set.remove acc key in let data_equal _ _ = true in unordered_fold map ~instrumentation ~init:(Set.Using_comparator.empty ~comparator) ~revert_to_init_when_empty:true ~data_equal ~add ~remove) ;; let partition_mapi ?(instrumentation = no_instrumentation) ?data_equal map ~f = with_comparator map (fun comparator -> let empty = Map.Using_comparator.empty ~comparator in unordered_fold ?data_equal map ~instrumentation ~init:(empty, empty) ~revert_to_init_when_empty:true ~update:(fun ~key ~old_data:_ ~new_data:data (first, second) -> match f ~key ~data with | First data -> Map.set first ~key ~data, Map.remove second key | Second data -> Map.remove first key, Map.set second ~key ~data) ~add:(fun ~key ~data (first, second) -> match f ~key ~data with | First data -> Map.add_exn first ~key ~data, second | Second data -> first, Map.add_exn second ~key ~data) ~remove:(fun ~key ~data:_ (first, second) -> Map.remove first key, Map.remove second key)) ;; let partition_mapi' ?instrumentation ?cutoff ?data_equal map ~f = mapi' ?instrumentation ?cutoff ?data_equal map ~f |> partition_mapi ?instrumentation ~f:(fun ~key:_ ~data -> data) ;; let flatten state map = let module E = Incremental.Expert in let result = ref (Map.Using_comparator.empty ~comparator:(Map.comparator map)) in let node = E.Node.create state (fun () -> !result) in Map.iteri map ~f:(fun ~key ~data:incr -> E.Node.add_dependency node (E.Dependency.create incr ~on_change:(fun a -> result := Map.set !result ~key ~data:a))); E.Node.watch node ;; let join_with_comparator ~instrumentation map_incr ~comparator = let module E = Incremental.Expert in let incremental_state = Incremental.state map_incr in let empty_map = Map.Using_comparator.empty ~comparator in let result_map = ref empty_map in let old_map_of_incrs = ref empty_map in let current_dependencies = ref empty_map in let result = E.Node.create incremental_state (fun () -> !result_map) in let add_subnode current_dependencies ~key ~data_node = let new_dep = E.Dependency.create data_node ~on_change:(fun data -> result_map := Map.set !result_map ~key ~data) in E.Node.add_dependency result new_dep; Map.set current_dependencies ~key ~data:new_dep in let remove_subnode current_dependencies ~key = let dep = Map.find_exn current_dependencies key in E.Node.remove_dependency result dep; result_map := Map.remove !result_map key; Map.remove current_dependencies key in let lhs_change = Incremental.map map_incr ~f:(fun map_of_incrs -> instrumentation.Instrumentation.f (fun () -> let new_dependency_map = Map.fold_symmetric_diff ~data_equal:phys_equal !old_map_of_incrs map_of_incrs ~init:!current_dependencies ~f:(fun current_dependencies (key, diff) -> match diff with | `Left _ -> remove_subnode current_dependencies ~key | `Right data_node -> add_subnode current_dependencies ~key ~data_node | `Unequal (_, data_node) -> remove_subnode current_dependencies ~key |> add_subnode ~key ~data_node) in current_dependencies := new_dependency_map; old_map_of_incrs := map_of_incrs)) in E.Node.add_dependency result (E.Dependency.create lhs_change); E.Node.watch result ;; let join ?(instrumentation = no_instrumentation) map = with_comparator map (fun comparator -> join_with_comparator ~instrumentation map ~comparator) ;; module Separate_state = struct type ('k, 'v, 'cmp, 'w) t = { mutable input_map : ('k, 'v, 'cmp) Map.t ; mutable expert_nodes : ('k, ('v, 'w) Incremental.Expert.Node.t, 'cmp) Map.t ; mutable output_map : ('k, ('v, 'w) Incremental.t, 'cmp) Map.t } let create comparator = let empty = Map.Using_comparator.empty ~comparator in { input_map = empty; expert_nodes = empty; output_map = empty } ;; let create_lookup_node state t key = Incremental.Expert.Node.create state (fun () -> Map.find_exn t.input_map key) ;; end let separate ?(instrumentation = no_instrumentation) input_map ~data_equal = let incremental_state = Incremental.state input_map in with_comparator input_map (fun comparator -> let state = Separate_state.create comparator in let output_map_node = Incremental.Expert.Node.create incremental_state (fun () -> state.output_map) in let make_node_depend_on_input_map_changed node ~input_map_changed = let dependency = Incremental.Expert.Dependency.create (Lazy.force_val input_map_changed) in Incremental.Expert.Node.add_dependency node dependency in (* We want to make nodes depend on [input_map_changed] so that [input_map_changed] is allowed to make them stale, but we do not want them to be recomputed for any other reason. So we make [input_map_changed] a unit incremental (that therefore never changes) and this way [output_map_node] and the lookup nodes will only be recomputed when they are explicitly made stale. *) let rec input_map_changed = lazy (Incremental.map input_map ~f:(fun input_map -> instrumentation.Instrumentation.f (fun () -> let prev_input_map = state.input_map in let expert_nodes, output_map = Map.fold_symmetric_diff prev_input_map input_map ~data_equal ~init:(state.expert_nodes, state.output_map) ~f:(fun (expert_nodes, output_map) (key, change) -> match change with | `Left _old_value -> let old_node = Map.find_exn expert_nodes key in Incremental.Expert.Node.invalidate old_node; Incremental.Expert.Node.make_stale output_map_node; Map.remove expert_nodes key, Map.remove output_map key | `Right _new_value -> let node = Separate_state.create_lookup_node incremental_state state key in make_node_depend_on_input_map_changed node ~input_map_changed; Incremental.Expert.Node.make_stale output_map_node; ( Map.add_exn expert_nodes ~key ~data:node , Map.add_exn output_map ~key ~data:(Incremental.Expert.Node.watch node) ) | `Unequal (_old_value, _new_value) -> Incremental.Expert.Node.make_stale (Map.find_exn expert_nodes key); expert_nodes, output_map) in state.input_map <- input_map; state.expert_nodes <- expert_nodes; state.output_map <- output_map))) in make_node_depend_on_input_map_changed output_map_node ~input_map_changed; Incremental.Expert.Node.watch output_map_node) ;; (* Just for deriving structural equality. *) type 'a maybe_bound_structurally = 'a Maybe_bound.t = | Incl of 'a | Excl of 'a | Unbounded [@@deriving equal] let subrange (type k v cmp state_witness) ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) (map_incr : ((k, v, cmp) Map.t, state_witness) Incremental.t) range = with_old2 ~instrumentation map_incr range ~f:(fun ~old map range -> let compare = (Map.comparator map).compare in let equal l r = compare l r = 0 in let ( > ) a b = compare a b > 0 and ( >= ) a b = compare a b >= 0 in let maybe_bound_equal a b : bool = equal_maybe_bound_structurally equal a b in let range_is_empty ~min ~max : bool = match min, max with | Unbounded, (Unbounded | Excl _ | Incl _) | (Excl _ | Incl _), Unbounded -> false | Incl min, Incl max -> min > max | Excl min, Excl max | Incl min, Excl max | Excl min, Incl max -> min >= max in let range_includes ~min ~max key : bool = Maybe_bound.is_lower_bound min ~of_:key ~compare && Maybe_bound.is_upper_bound max ~of_:key ~compare in match range with | None -> (* Empty new range means empty map *) Map.Using_comparator.empty ~comparator:(Map.comparator map) | Some ((min, max) as range) -> let from_scratch () = Map.subrange map ~lower_bound:min ~upper_bound:max in (match old with | None | Some (_, None, _) -> (* no old range *) from_scratch () | Some (_, Some (old_min, old_max), _) when range_is_empty ~min:old_min ~max:old_max || range_is_empty ~min ~max:old_max || range_is_empty ~min:old_min ~max -> (* empty old range or old range disjoint with new *) from_scratch () | Some (old_map, Some ((old_min, old_max) as old_range), old_res) -> with_return (fun { return } -> (* Returns true iff the key is in both new and old ranges *) let in_range_intersection key = range_includes ~min ~max key && range_includes ~min:old_min ~max:old_max key in (* Apply changes to keys which are in the intersection of both ranges. [outside] is the number of updates outside the range intersection that we tolerate before giving up and reconstructing based on the new range. This is an optimisation in the case that the map changes in a very big way, at which point computing based on the new range is cheaper. *) let apply_diff_in_intersection (outside, map) (key, data) = if in_range_intersection key then ( match data with | `Left _ -> outside, Map.remove map key | `Right data | `Unequal (_, data) -> outside, Map.set map ~key ~data) else ( let outside = outside - 1 in if Int.O.(outside < 0) then return (from_scratch ()) else outside, Map.remove map key) in (* First update the keys in /both/ the old and the new range. *) let with_updated_values_in_intersection = (* Cutoff the big diff computation if we reach O(|submap|) number of changes that are outside the range *) let outside_cutoff = Map.length old_res / 4 in Map.fold_symmetric_diff ~data_equal old_map map ~init:(outside_cutoff, old_res) ~f:apply_diff_in_intersection |> snd in if Tuple2.equal ~eq1:maybe_bound_equal ~eq2:maybe_bound_equal old_range range then (* There are no keys to remove and everything in range is updated. *) with_updated_values_in_intersection else ( (* Remove any keys which are not in the new range. *) let without_keys_out_of_range = Map.subrange with_updated_values_in_intersection ~lower_bound:min ~upper_bound:max in (* Add in any keys which are in the new range but not the old range. *) let with_new_keys_now_in_range = let map_append_exn lower_part upper_part = match Map.append ~lower_part ~upper_part with | `Ok map -> map | `Overlapping_key_ranges -> failwith "impossible case: BUG in incr_map.ml subrange" in let lower_part = match old_min with | Unbounded -> Map.Using_comparator.empty ~comparator:(Map.comparator map) | Excl old_min -> Map.subrange map ~lower_bound:min ~upper_bound:(Incl old_min) | Incl old_min -> Map.subrange map ~lower_bound:min ~upper_bound:(Excl old_min) and upper_part = match old_max with | Unbounded -> Map.Using_comparator.empty ~comparator:(Map.comparator map) | Excl old_max -> Map.subrange map ~lower_bound:(Incl old_max) ~upper_bound:max | Incl old_max -> Map.subrange map ~lower_bound:(Excl old_max) ~upper_bound:max in map_append_exn lower_part (map_append_exn without_keys_out_of_range upper_part) in with_new_keys_now_in_range)))) ;; let rekey ?(instrumentation = no_instrumentation) ?data_equal map_incr ~comparator:outer_comparator ~f = unordered_fold map_incr ?data_equal ~instrumentation ~init:(Map.empty outer_comparator, []) ~revert_to_init_when_empty:true ~add:(fun ~key ~data (output, adds) -> let new_entry = f ~key ~data, data in output, new_entry :: adds) ~remove:(fun ~key ~data (output, adds) -> Map.remove output (f ~key ~data), adds) ~update:(fun ~key ~old_data ~new_data (output, adds) -> let prev_key = f ~key ~data:old_data in let new_key = f ~key ~data:new_data in if (Map.comparator output).compare prev_key new_key = 0 then Map.set output ~key:new_key ~data:new_data, adds else ( let output = Map.remove output prev_key in output, (new_key, new_data) :: adds)) ~finalize:(fun (output, adds) -> let output = List.fold adds ~init:output ~f:(fun output (key, data) -> Map.add_exn output ~key ~data) in output, []) |> Incremental.map ~f:fst ;; let index_byi ?(instrumentation = no_instrumentation) ?data_equal map_incr ~comparator:outer_comparator ~index = with_comparator map_incr (fun inner_comparator -> unordered_fold ?data_equal ~instrumentation map_incr ~init:(Map.empty outer_comparator) ~revert_to_init_when_empty:true ~add:(fun ~key:inner_key ~data outer_map -> match index ~key:inner_key ~data with | None -> outer_map | Some outer_key -> Map.update outer_map outer_key ~f:(function | None -> Map.Using_comparator.singleton inner_key data ~comparator:inner_comparator | Some inner_map -> Map.add_exn inner_map ~key:inner_key ~data)) ~remove:(fun ~key:inner_key ~data outer_map -> match index ~key:inner_key ~data with | None -> outer_map | Some outer_key -> Map.change outer_map outer_key ~f:(function | None -> failwith "BUG: Hit supposedly impossible case in Incr_map.index_by" | Some inner_map -> let inner_map = Map.remove inner_map inner_key in if Map.is_empty inner_map then None else Some inner_map))) ;; let index_by ?instrumentation ?data_equal map_incr ~comparator ~index = index_byi ?instrumentation ?data_equal map_incr ~comparator ~index:(fun ~key:_ ~data -> index data) ;; (** Find two keys in map by index, O(n). We use just one fold (two Map.nth would use two) and optimize for keys close to either beginning or end by using either fold or fold_right. *) module Key_status = struct type 'k t = | Known of 'k | Known_none | Unknown let is_known = function | Unknown -> false | _ -> true ;; let to_option = function | Unknown | Known_none -> None | Known k -> Some k ;; end let find_key_range_linear (type k) ~from ~to_ (map : (k, _, _) Map.t) : (k * k option) option = let open Key_status in let len = Map.length map in let begin_key = if Int.( >= ) from len then Known_none else Unknown in let end_key = if Int.( >= ) to_ len then Known_none else Unknown in let find_keys fold ~start_pos ~advance_pos = with_return (fun { return } -> fold map ~init:(begin_key, end_key, start_pos) ~f:(fun ~key ~data:_ (begin_key, end_key, pos) -> let begin_key = if Int.( = ) pos from then Known key else begin_key in let end_key = if Int.( = ) pos to_ then Known key else end_key in if is_known begin_key && is_known end_key then return (begin_key, end_key, pos) else begin_key, end_key, advance_pos pos)) in let begin_key, end_key, _ = (* Searching from left takes O(to_), from right - O(len - from), so select the smaller one. *) if to_ < len - from then find_keys Map.fold ~start_pos:0 ~advance_pos:(fun pos -> pos + 1) else find_keys Map.fold_right ~start_pos:(len - 1) ~advance_pos:(fun pos -> pos - 1) in Option.map (Key_status.to_option begin_key) ~f:(fun begin_key -> begin_key, Key_status.to_option end_key) ;; let nth_from_either_side (type k) n (map : (k, _, _) Map.t) : k option = Option.map ~f:fst (find_key_range_linear ~from:n ~to_:n map) ;; (** Find key [by] positions earlier/later in a map. Returns none if out of bounds. *) let rec offset (key : 'k) (map : ('k, _, _) Map.t) ~by : 'k option = if Int.( = ) by 0 then Some key else ( let closest_dir, add = if Int.( < ) by 0 then `Less_than, 1 else `Greater_than, -1 in match Map.closest_key map closest_dir key with | None -> None | Some (key, _) -> offset key map ~by:(by + add)) ;; (** Find how we need to move [key] if [changed_key] changed in the given way *) let find_offset ~compare ~key ~changed_key change = if Int.( < ) (compare changed_key key) 0 then ( match change with | `Left _ -> 1 | `Right _ -> -1 | _ -> 0) else 0 ;; let rank (type k v cmp state_witness) ?(instrumentation = no_instrumentation) (map : ((k, v, cmp) Map.t, state_witness) Incremental.t) (key : (k, state_witness) Incremental.t) = with_comparator map (fun comparator -> let compare_key = comparator.compare in let same_key a b = compare_key a b = 0 in let when_key_changed ~map ~old_key ~new_key ~old_rank = if compare_key new_key old_key < 0 then ( (* If the new key is smaller than the old key, find the size of the map subrange between them and subtract it from the previous rank *) let lower_bound, upper_bound = Excl new_key, Excl old_key in let subrange = Map.subrange map ~lower_bound ~upper_bound in old_rank - Map.length subrange - 1) else ( (* Otherwise, the new key is larger than the old key, so find the size of the map subrange between them and add it to the previous rank *) let lower_bound, upper_bound = Excl old_key, Excl new_key in let subrange = Map.subrange map ~lower_bound ~upper_bound in old_rank + Map.length subrange + 1) in let when_map_changed ~old_map ~new_map ~key ~old_rank = Map.fold_symmetric_diff (* We don't care about the data, so optimize these checks *) ~data_equal:(fun _ _ -> true) old_map new_map ~init:old_rank ~f:(fun acc (diff_key, diff) -> match diff with | `Left _ when compare_key diff_key key < 0 -> acc - 1 | `Right _ when compare_key diff_key key < 0 -> acc + 1 | _ -> acc) in let rec process ~(old : ((k, v, _) Map.t * _ * _) option) new_map (new_key : k) = if not (Map.mem new_map new_key) then None else ( match old with (* If the map and key are the same, just reuse the old rank *) | Some (old_map, old_key, old_rank) when phys_equal new_map old_map && same_key old_key new_key -> old_rank (* If the map is the same but the key changed *) | Some (old_map, old_key, Some old_rank) when phys_equal new_map old_map -> Some (when_key_changed ~map:new_map ~old_key ~new_key ~old_rank) (* If the key is the same but the map changed *) | Some (old_map, old_key, Some old_rank) when same_key new_key old_key -> Some (when_map_changed ~old_map ~new_map ~key:new_key ~old_rank) (* If both the map and the key changed, this can be simulated as the map changing followed by the key changing *) | Some (old_map, old_key, Some old_rank) -> (* We call [process] recursively instead of directly calling [when_map_changed] followed by [when_key_changed] since it might be the case that [old_key] is in [old_map] and [new_key] is in [new_map], but [old_key] is not in [new_map]. *) let old_rank = process ~old:(Some (old_map, old_key, Some old_rank)) new_map old_key in process ~old:(Some (new_map, old_key, old_rank)) new_map new_key (* If the previous key was not in the map or this is the first stabilization, compute the rank from scratch *) | Some (_, _, None) | None -> Map.rank new_map new_key) in with_old2 ~instrumentation map key ~f:process) ;; (** Range map by indices *) let subrange_by_rank (type k state_witness) ?(instrumentation = no_instrumentation) ?data_equal (map : ((k, _, _) Map.t, state_witness) Incremental.t) (range : (int Maybe_bound.t * int Maybe_bound.t, state_witness) Incremental.t) = let find_key_range (range : (int * int, state_witness) Incremental.t) : ((k * k option) option, state_witness) Incremental.t = with_old2 map range ~instrumentation ~f:(fun ~old map (from, to_) -> (* This function returns no keys, only begin key, or begin and end keys. These are the keys at [from] and [to_] positions in the map, or None if the indices are too big. As always [0 <= from && from <= to_], there is no possibility of only [to_] being a valid position. *) if Int.( < ) to_ from || Int.( < ) from 0 then raise_s [%message "Invalid indices" (from : int) (to_ : int)]; match old with | Some (old_map, (old_from, old_to), Some (begin_key, end_key_opt)) -> let find_offset = find_offset ~compare:(Map.comparator map).compare in let range_offset_begin = from - old_from in let range_offset_end = to_ - old_to in let adjust_and_offset ~by key = let by = by + if by >= 0 && not (Map.mem map key) then 1 else 0 in offset key map ~by in (* We only care about the keys changing and not the data, so [data_equal] here can be always true *) let diff ~init ~f = Map.fold_symmetric_diff ~data_equal:(fun _ _ -> true) old_map map ~init ~f in let begin_key_opt, end_key_opt = match end_key_opt with | Some end_key -> let map_offset_begin, map_offset_end = diff ~init:(0, 0) ~f:(fun (offset_begin, offset_end) (key, change) -> ( offset_begin + find_offset ~key:begin_key ~changed_key:key change , offset_end + find_offset ~key:end_key ~changed_key:key change )) in ( adjust_and_offset begin_key ~by:(map_offset_begin + range_offset_begin) , adjust_and_offset end_key ~by:(map_offset_end + range_offset_end) ) | None -> let map_offset_begin = diff ~init:0 ~f:(fun offset_begin (key, change) -> offset_begin + find_offset ~key:begin_key ~changed_key:key change) in ( adjust_and_offset begin_key ~by:(map_offset_begin + range_offset_begin) , nth_from_either_side to_ map ) in assert (Option.for_all ~f:(Map.mem map) begin_key_opt); assert (Option.for_all ~f:(Map.mem map) end_key_opt); Option.map begin_key_opt ~f:(fun begin_key -> begin_key, end_key_opt) | None | Some (_, _, None) -> (* On first run (when we have to) or when both the keys are none, run O(n) scan. This is fine for keys-are-none case as it happens when the positions are past end of the map, so they shouldn't be too far from end after the map changes, and [find_key_range_linear] is fast in such case. *) find_key_range_linear map ~from ~to_) in (* Handle different Maybe_bound cases and call find_key_range if necessary. It's nicer to do this here as opposed to making find_key_range even more complicated *) let open Incremental.Let_syntax in let ( >>> ) new_ bound = Maybe_bound.map ~f:(fun _ -> new_) bound in let return = Incremental.return (Incremental.state map) in let key_range = match%pattern_bind range with | Maybe_bound.Unbounded, Maybe_bound.Unbounded -> return (Some (Maybe_bound.Unbounded, Maybe_bound.Unbounded)) | ( ((Maybe_bound.Incl l | Maybe_bound.Excl l) as lb) , ((Maybe_bound.Incl u | Maybe_bound.Excl u) as ub) ) -> let%map key_range = find_key_range (Incremental.both l u) and lb = lb and ub = ub in (match key_range with | Some (begin_key, Some end_key) -> Some (begin_key >>> lb, end_key >>> ub) | Some (begin_key, None) -> Some (begin_key >>> lb, Unbounded) | None -> None) | ((Maybe_bound.Incl l | Maybe_bound.Excl l) as lb), Maybe_bound.Unbounded -> let%map key_range = find_key_range (Incremental.both l l) and lb = lb in (match key_range with | Some (key, _) -> Some (key >>> lb, Unbounded) | None -> None) | Maybe_bound.Unbounded, ((Maybe_bound.Incl u | Maybe_bound.Excl u) as ub) -> let%map key_range = find_key_range (Incremental.both u u) and ub = ub in (match key_range with | Some (key, _) -> Some (Unbounded, key >>> ub) (* In this case, the upper bound was larger than the number of elements in the map, so the upper bound for the key range is [Unbounded]. This behavior is demonstrated in a test in [../test/test_subrange.ml]. *) | None -> Some (Unbounded, Unbounded)) in subrange ?data_equal map key_range ;; let transpose : type k1 k2 v k1_cmp k2_cmp state_witness. ?instrumentation:Instrumentation.t -> ?data_equal:(v -> v -> bool) -> (k2, k2_cmp) Comparator.Module.t -> ((k1, (k2, v, k2_cmp) Map.t, k1_cmp) Map.t, state_witness) Incremental.t -> ((k2, (k1, v, k1_cmp) Map.t, k2_cmp) Map.t, state_witness) Incremental.t = fun ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) k2_comparator m -> with_comparator m (fun k1_comparator -> let update : key:k1 -> old_data:(k2, v, k2_cmp) Map.t -> new_data:(k2, v, k2_cmp) Map.t -> (k2, (k1, v, k1_cmp) Map.t, k2_cmp) Map.t -> (k2, (k1, v, k1_cmp) Map.t, k2_cmp) Map.t = fun ~key:k1 ~old_data ~new_data acc -> Map.fold_symmetric_diff old_data new_data ~data_equal ~init:acc ~f:(fun acc (k2, diff) -> let value = match diff with | `Left _ -> None | `Right x | `Unequal (_, x) -> Some x in Map.change acc k2 ~f:(fun acc_inner -> let acc_inner = Map.change (Option.value acc_inner ~default:(Map.Using_comparator.empty ~comparator:k1_comparator)) k1 ~f:(fun _ -> value) in if Map.is_empty acc_inner then None else Some acc_inner)) in let add ~key ~data = update ~key ~old_data:(Map.empty k2_comparator) ~new_data:data in let remove ~key ~data = update ~key ~old_data:data ~new_data:(Map.empty k2_comparator) in unordered_fold m ~instrumentation ~init:(Map.empty k2_comparator) ~revert_to_init_when_empty:true ~update ~add ~remove) ;; let collapse_by (type outer_key outer_cmp inner_key inner_cmp combined_key combined_cmp) ?(instrumentation = no_instrumentation) ?data_equal (map_incr : ((outer_key, (inner_key, _, inner_cmp) Map.t, outer_cmp) Map.t, _) Incremental.t) ~(merge_keys : outer_key -> inner_key -> combined_key) ~(comparator : (combined_key, combined_cmp) Comparator.Module.t) = unordered_fold_nested_maps ~instrumentation ?data_equal map_incr ~init:(Map.empty comparator) ~revert_to_init_when_empty:true ~update:(fun ~outer_key ~inner_key ~old_data:_ ~new_data acc -> Map.set acc ~key:(merge_keys outer_key inner_key) ~data:new_data) ~add:(fun ~outer_key ~inner_key ~data acc -> Map.add_exn acc ~key:(merge_keys outer_key inner_key) ~data) ~remove:(fun ~outer_key ~inner_key ~data:_ acc -> Map.remove acc (merge_keys outer_key inner_key)) ;; let collapse (type outer_key outer_cmp inner_key inner_cmp) ?instrumentation ?data_equal (map_incr : ((outer_key, (inner_key, _, inner_cmp) Map.t, outer_cmp) Map.t, _) Incremental.t) ~comparator:(inner_comparator : (inner_key, inner_cmp) Comparator.Module.t) = with_comparator map_incr (fun outer_comparator -> let module Cmp = struct type t = outer_key * inner_key type comparator_witness = (outer_cmp, inner_cmp) Tuple2.comparator_witness let comparator = let inner_comparator = let module M = (val inner_comparator) in M.comparator in Tuple2.comparator outer_comparator inner_comparator ;; end in collapse_by ?instrumentation ?data_equal map_incr ~merge_keys:Tuple2.create ~comparator:(module Cmp)) ;; let expand ?(instrumentation = no_instrumentation) ?data_equal map_incr ~outer_comparator ~inner_comparator = unordered_fold ~instrumentation ?data_equal map_incr ~init:(Map.empty outer_comparator) ~revert_to_init_when_empty:true ~update:(fun ~key:(outer_key, inner_key) ~old_data:_ ~new_data acc -> Map.update acc outer_key ~f:(function | None -> Map.singleton inner_comparator inner_key new_data | Some map -> Map.set map ~key:inner_key ~data:new_data)) ~add:(fun ~key:(outer_key, inner_key) ~data acc -> Map.update acc outer_key ~f:(function | None -> Map.singleton inner_comparator inner_key data | Some map -> Map.add_exn map ~key:inner_key ~data)) ~remove:(fun ~key:(outer_key, inner_key) ~data:_ acc -> Map.change acc outer_key ~f:(function | None -> None | Some map -> let map = Map.remove map inner_key in Option.some_if (not (Map.is_empty map)) map)) ;; let counti ?(instrumentation = no_instrumentation) ?data_equal map_incr ~f = unordered_fold ~instrumentation ?data_equal map_incr ~init:0 ~revert_to_init_when_empty:true ~add:(fun ~key ~data count -> if f ~key ~data then count + 1 else count) ~remove:(fun ~key ~data count -> if f ~key ~data then count - 1 else count) ;; let count ?instrumentation ?data_equal map_incr ~f = counti ?instrumentation ?data_equal map_incr ~f:(fun ~key:_ ~data -> f data) ;; let existsi ?instrumentation ?data_equal map_incr ~f = Incremental.map (counti ?instrumentation ?data_equal map_incr ~f) ~f:(fun count -> count <> 0) ;; let exists ?instrumentation ?data_equal map_incr ~f = existsi ?instrumentation ?data_equal map_incr ~f:(fun ~key:_ ~data -> f data) ;; let sum (type u) ?(instrumentation = no_instrumentation) ?data_equal (map_incr : ((_, _, _) Map.t, _) Incremental.t) (module Group : Abstract_algebra.Commutative_group.Without_sexp with type t = u) ~f = unordered_fold ~instrumentation ?data_equal map_incr ~init:Group.zero ~revert_to_init_when_empty:true ~add:(fun ~key:_ ~data:v acc -> Group.( + ) acc (f v)) ~remove:(fun ~key:_ ~data:v acc -> Group.( - ) acc (f v)) ;; let observe_changes_exn ?(data_equal = phys_equal) map ~f = let state = Incremental.state map in let scope = Incremental.Scope.current state () in if not (Incremental.Scope.is_top scope) then failwith "[Incr_map.observe_changes_exn] called in scope that is not top-level"; let on_diff v1 v2 = Map.fold_symmetric_diff v1 v2 ~data_equal ~init:() ~f:(fun () update -> f update) in let empty_version_of map = Map.empty (Map.comparator_s map) in let observer = Incremental.observe map in Incremental.Observer.on_update_exn observer ~f:(fun diff_elt -> let before_and_after = match diff_elt with | Invalidated -> (match Incremental.Observer.value observer with | Ok final_value -> Some (final_value, empty_version_of final_value) | Error _ -> None) | Initialized v -> Some (empty_version_of v, v) | Changed (v1, v2) -> Some (v1, v2) in match before_and_after with | None -> () | Some (before, after) -> on_diff before after) ;; let for_alli ?instrumentation ?data_equal map_incr ~f = Incremental.map (counti ?instrumentation ?data_equal map_incr ~f:(fun ~key ~data -> not (f ~key ~data))) ~f:(fun count -> count = 0) ;; let for_all ?instrumentation ?data_equal map_incr ~f = for_alli ?instrumentation ?data_equal map_incr ~f:(fun ~key:_ ~data -> f data) ;; let unordered_fold ?(instrumentation = no_instrumentation) ?data_equal ?update ?specialized_initial ?finalize ?revert_to_init_when_empty map ~init ~add ~remove = unordered_fold ~instrumentation ?data_equal ?update ?specialized_initial ?finalize ?revert_to_init_when_empty map ~init ~add ~remove ;; let unordered_fold_nested_maps ?(instrumentation = no_instrumentation) ?data_equal ?revert_to_init_when_empty ?update map ~init ~add ~remove = unordered_fold_nested_maps ~instrumentation ?data_equal ?revert_to_init_when_empty ?update map ~init ~add ~remove ;; module For_testing = struct let find_key_range_linear = find_key_range_linear end module Lookup = struct type ('v, 'w) entry = { mutable saved_value : 'v option ; node : ('v option, 'w) Incremental.Expert.Node.t } type ('k, 'v, 'cmp, 'w) t = { mutable saved_map : ('k, 'v, 'cmp) Map.t (* We may have multiple entries per key if nodes become necessary again after being removed. *) ; mutable lookup_entries : ('k, ('v, 'w) entry list, 'cmp) Map.t ; updater_node : (unit, 'w) Incremental.t ; scope : 'w Incremental.Scope.t } module M (K : sig type t type comparator_witness end) = struct type nonrec ('v, 'w) t = (K.t, 'v, K.comparator_witness, 'w) t end let create ?(instrumentation = no_instrumentation) ?(data_equal = phys_equal) input_map ~comparator = let rec self = lazy (let updater_node = Incremental.map input_map ~f:(fun input_map -> instrumentation.Instrumentation.f (fun () -> let (lazy self) = self in Map.fold_symmetric_diff self.saved_map input_map ~data_equal ~init:() ~f:(fun () (key, changed_value) -> let entries = Map.find_multi self.lookup_entries key in List.iter entries ~f:(fun entry -> entry.saved_value <- (match changed_value with | `Left _ -> None | `Right new_value | `Unequal (_, new_value) -> Some new_value); Incremental.Expert.Node.make_stale entry.node)); self.saved_map <- input_map)) in let empty_map = Map.Using_comparator.empty ~comparator in { saved_map = empty_map ; lookup_entries = empty_map ; updater_node ; scope = Incremental.Scope.current (Incremental.state input_map) () }) in Lazy.force self ;; let[@cold] slow_path_link_entry t entry ~key ~is_now_observable = let (lazy entry) = entry in let current_entries = Map.find_multi t.lookup_entries key in let is_linked = List.exists current_entries ~f:(phys_equal entry) in if Bool.equal is_linked is_now_observable then () else if is_now_observable then t.lookup_entries <- Map.update t.lookup_entries key ~f:(function | Some (other_entry :: _ as other_entries) -> (* Update this entry's value to be current. *) entry.saved_value <- other_entry.saved_value; entry :: other_entries | None | Some [] -> entry.saved_value <- Map.find t.saved_map key; [ entry ]) else ( let new_entries = List.filter current_entries ~f:(fun x -> not (phys_equal entry x)) in t.lookup_entries <- (if List.is_empty new_entries then Map.remove t.lookup_entries key else Map.set t.lookup_entries ~key ~data:new_entries)) ;; let[@cold] slow_path_create_node t key = let incremental_state = Incremental.state t.updater_node in Incremental.Scope.within incremental_state t.scope ~f:(fun () -> let rec entry = lazy { saved_value = Map.find t.saved_map key ; node = Incremental.Expert.Node.create incremental_state (fun () -> (force entry).saved_value) ~on_observability_change:(slow_path_link_entry t entry ~key) } in let (lazy entry) = entry in Incremental.Expert.Node.add_dependency entry.node (Incremental.Expert.Dependency.create t.updater_node); Incremental.Expert.Node.watch entry.node) ;; let find t key = match Map.find_multi t.lookup_entries key with | entry :: _ -> Incremental.Expert.Node.watch entry.node | [] -> slow_path_create_node t key ;; module For_debug = struct let[@cold] sexp_of_entry sexp_of_value entry = let { saved_value; node } = entry in let node = Incremental.Expert.Node.watch node in [%sexp { saved_value : value option ; node_info = (Incremental.user_info node : (Info.t option[@sexp.option])) ; node_is_const = (Option.some_if (Incremental.is_const node) () : (unit option[@sexp.option])) ; node_is_invalid = (Option.some_if (not (Incremental.is_valid node)) () : (unit option[@sexp.option])) ; node_is_unnecessary = (Option.some_if (not (Incremental.is_necessary node)) () : (unit option[@sexp.option])) }] ;; let[@cold] sexp_of_t sexp_of_key sexp_of_value t = let info_per_key = Map.merge t.saved_map t.lookup_entries ~f:(fun ~key data -> let actual_value, entries = match data with | `Left x -> Some x, [] | `Right y -> None, y | `Both (x, y) -> Some x, y in Some [%sexp { key : key ; actual_value : (value option[@sexp.option]) ; entries : value entry list }]) in Sexp.List (Map.data info_per_key) ;; end end end module type S = sig type state_witness include S_gen with type 'a Incr.t = ('a, state_witness) Incremental.t and type 'a Incr.Cutoff.t = 'a Incremental.Cutoff.t and type ('k, 'v, 'cmp) Lookup.t = ('k, 'v, 'cmp, state_witness) Generic.Lookup.t end module Make (Incr : Incremental.S) = struct include Generic module Instrumentation = Instrumentation let flatten x = flatten Incr.State.t x module Lookup = struct include Lookup type ('k, 'v, 'cmp) t = ('k, 'v, 'cmp, Incr.state_witness) Lookup.t module M (K : sig type t type comparator_witness end) : sig type nonrec 'v t = (K.t, 'v, K.comparator_witness) t end = struct type nonrec 'v t = (K.t, 'v, K.comparator_witness) t end end end include Generic
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