update union-find library (part 1: remove old copy, download https://github.com/rinderknecht/UnionFind.git 3fc434d0d75e40d40d17f5abb70d86a51f434771 in new folder)
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(* Destructive implementation of union/find with height-balanced
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forests but without path compression: O(n*log(n)). *)
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module Make (Item: Partition.Item) =
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struct
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type item = Item.t
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type repr = item (** Class representatives *)
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let equal i j = Item.compare i j = 0
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type height = int
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(** Each equivalence class is implemented by a Catalan tree linked
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upwardly and otherwise is a link to another node. Those trees
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are height-balanced. The type [node] implements nodes in those
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trees. *)
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type node = {item: item; mutable height: int; mutable parent: node}
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module ItemMap = Map.Make (Item)
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(** The type [partition] implements a partition of classes of
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equivalent items by means of a map from items to nodes of type
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[node] in trees. *)
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type partition = node ItemMap.t
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type t = partition
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let empty = ItemMap.empty
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(** The function [repr] is faster than a persistent implementation
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in the worst case because, in the latter case, the cost is O(log n)
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for accessing each node in the path to the root, whereas, in the
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former, only the access to the first node in the path incurs a cost
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of O(log n) -- the other nodes are accessed in constant time by
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following the [next] field of type [node]. *)
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let seek (i: item) (p: partition) : node =
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let rec find_root node =
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if node.parent == node then node else find_root node.parent
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in find_root (ItemMap.find i p)
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let repr item partition = (seek item partition).item
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let is_equiv (i: item) (j: item) (p: partition) =
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equal (repr i p) (repr j p)
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let get_or_set item (p: partition) =
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try seek item p, p with
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Not_found -> let rec loop = {item; height=0; parent=loop}
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in loop, ItemMap.add item loop p
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let link src dst = src.parent <- dst
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let equiv (i: item) (j: item) (p: partition) : partition =
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let ni,p = get_or_set i p in
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let nj,p = get_or_set j p in
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let hi,hj = ni.height, nj.height in
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let () =
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if not (equal ni.item nj.item)
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then if hi > hj
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then link nj ni
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else (link ni nj; nj.height <- max hj (hi+1))
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in p
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let alias (i: item) (j: item) (p: partition) : partition =
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let ni,p = get_or_set i p in
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let nj,p = get_or_set j p in
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let hi,hj = ni.height, nj.height in
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let () =
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if not (equal ni.item nj.item)
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then if hi = hj || equal ni.item i
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then (link ni nj; nj.height <- max hj (hi+1))
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else if hi < hj then link ni nj
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else link nj ni
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in p
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(* Printing *)
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let print p =
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let print _ node =
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Printf.printf "%s,%d -> %s,%d\n"
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(Item.to_string node.item) node.height
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(Item.to_string node.parent.item) node.parent.height
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in ItemMap.iter print p
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end
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@ -1,17 +0,0 @@
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(library
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(name union_find)
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(public_name ligo.union_find)
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(wrapped false) ;; TODO: do we need this?
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(modules Partition0 Partition1 Partition2 Partition3 Partition Union_find)
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(modules_without_implementation Partition)
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;; (preprocess
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;; (pps simple-utils.ppx_let_generalized)
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;; )
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;; (flags (:standard -w +1..62-4-9-44-40-42-48-30@39@33 -open Simple_utils ))
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)
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;;; TODO test does not test anything, only prints
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; (test
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; (modules PartitionMain)
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; (libraries union_find)
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; (name PartitionMain))
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@ -1,2 +0,0 @@
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module Partition = Partition
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module Partition0 = Partition0
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@ -43,21 +43,29 @@ module type S =
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(** {1 Projection} *)
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(** {1 Projection} *)
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(** The value of the call [repr i p] is the representative of item
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(** The value of the call [repr i p] is [j] if the item [i] is in
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[i] in the partition [p]. The built-in exception [Not_found]
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the partition [p] and its representative is [j]. If [i] is not
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is raised if [i] is not in [p]. *)
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in [p], then the value is [i]. *)
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val repr : item -> partition -> item
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val repr : item -> partition -> item
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(** The side-effect of the call [print p] is the printing of the
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(** The value of the call [mem i p] is [Some j] if the item [i] is
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partition [p] on standard output, based on [Ord.to_string]. *)
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in the partition [p] and its representative is [j]. If [i] is
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val print : partition -> unit
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not in [p], then the value is [None]. *)
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val mem : item -> partition -> item option
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(** The call [print p] is a value of type [Buffer.t] containing
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strings denoting the partition [p], based on
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[Ord.to_string]. *)
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val print : partition -> Buffer.t
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(** {1 Predicates} *)
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(** {1 Predicates} *)
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(** The value of [is_equiv i j p] is [true] if, and only if, the
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(** The value of [is_equiv i j p] is [true] if, and only if, the
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items [i] and [j] belong to the same equivalence class in the
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items [i] and [j] belong to the same equivalence class in the
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partition [p], that is, [i] and [j] have the same
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partition [p], that is, [i] and [j] have the same
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representative. *)
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representative. In particular, if either [i] or [j] do not
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belong to [p], the value of [is_equiv i j p] is [false]. See
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[mem] above. *)
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val is_equiv : item -> item -> partition -> bool
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val is_equiv : item -> item -> partition -> bool
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end
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end
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@ -2,33 +2,33 @@
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module Make (Item: Partition.Item) =
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module Make (Item: Partition.Item) =
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struct
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struct
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type item = Item.t
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type item = Item.t
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type repr = item (** Class representatives *)
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let equal i j = Item.compare i j = 0
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let equal i j = Item.compare i j = 0
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module ItemMap = Map.Make (Item)
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module ItemMap = Map.Make (Item)
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type height = int
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type partition = item ItemMap.t
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type partition = item ItemMap.t
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type t = partition
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type t = partition
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let empty = ItemMap.empty
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let empty = ItemMap.empty
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let rec repr item partition =
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let rec repr item partition : item =
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let parent = ItemMap.find item partition in
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let parent = ItemMap.find item partition in
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if equal parent item
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if equal parent item
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then item
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then item
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else repr parent partition
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else repr parent partition
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let is_equiv (i: item) (j: item) (p: partition) =
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let is_equiv (i: item) (j: item) (p: partition) : bool =
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equal (repr i p) (repr j p)
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try equal (repr i p) (repr j p) with Not_found -> false
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let get_or_set (i: item) (p: partition) : item * partition =
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let get_or_set (i: item) (p: partition) : item * partition =
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try repr i p, p with Not_found -> i, ItemMap.add i i p
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try repr i p, p with Not_found -> i, ItemMap.add i i p
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let mem i p = try Some (repr i p) with Not_found -> None
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let repr i p = try repr i p with Not_found -> i
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let equiv (i: item) (j: item) (p: partition) : partition =
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let equiv (i: item) (j: item) (p: partition) : partition =
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let ri, p = get_or_set i p in
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let ri, p = get_or_set i p in
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let rj, p = get_or_set j p in
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let rj, p = get_or_set j p in
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@ -38,10 +38,12 @@ module Make (Item: Partition.Item) =
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(* Printing *)
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(* Printing *)
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let print p =
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let print (p: partition) =
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let buffer = Buffer.create 80 in
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let print src dst =
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let print src dst =
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Printf.printf "%s -> %s\n"
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let link =
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Printf.sprintf "%s -> %s\n"
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(Item.to_string src) (Item.to_string dst)
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(Item.to_string src) (Item.to_string dst)
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in ItemMap.iter print p
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in Buffer.add_string buffer link
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in (ItemMap.iter print p; buffer)
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end
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end
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@ -1,5 +1,5 @@
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(* Persistent implementation of Union/Find with height-balanced
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(* Persistent implementation of Union/Find with height-balanced
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forests and without path compression: O(n*log(n)).
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forests and no path compression: O(n*log(n)).
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In the definition of type [t], the height component is that of the
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In the definition of type [t], the height component is that of the
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source, that is, if [ItemMap.find i m = (j,h)], then [h] is the
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source, that is, if [ItemMap.find i m = (j,h)], then [h] is the
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@ -10,7 +10,6 @@ module Make (Item: Partition.Item) =
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struct
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struct
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type item = Item.t
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type item = Item.t
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type repr = item (** Class representatives *)
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let equal i j = Item.compare i j = 0
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let equal i j = Item.compare i j = 0
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@ -23,18 +22,22 @@ module Make (Item: Partition.Item) =
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let empty = ItemMap.empty
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let empty = ItemMap.empty
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let rec seek (i: item) (p: partition) : repr * height =
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let rec seek (i: item) (p: partition) : item * height =
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let j, _ as i' = ItemMap.find i p in
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let j, _ as i' = ItemMap.find i p in
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if equal i j then i' else seek j p
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if equal i j then i' else seek j p
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let repr item partition = fst (seek item partition)
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let repr i p = fst (seek i p)
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let is_equiv (i: item) (j: item) (p: partition) =
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let is_equiv (i: item) (j: item) (p: partition) : bool =
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equal (repr i p) (repr j p)
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try equal (repr i p) (repr j p) with Not_found -> false
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let get_or_set (i: item) (p: partition) =
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let get_or_set (i: item) (p: partition) =
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try seek i p, p with
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try seek i p, p with
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Not_found -> let i' = i,0 in (i', ItemMap.add i i' p)
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Not_found -> let i' = i,0 in i', ItemMap.add i i' p
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let mem i p = try Some (repr i p) with Not_found -> None
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let repr i p = try repr i p with Not_found -> i
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let equiv (i: item) (j: item) (p: partition) : partition =
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let equiv (i: item) (j: item) (p: partition) : partition =
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let (ri,hi), p = get_or_set i p in
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let (ri,hi), p = get_or_set i p in
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@ -60,10 +63,13 @@ module Make (Item: Partition.Item) =
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(* Printing *)
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(* Printing *)
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let print (p: partition) =
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let print (p: partition) =
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let buffer = Buffer.create 80 in
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let print i (j,hi) =
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let print i (j,hi) =
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let _,hj = ItemMap.find j p in
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let _,hj = ItemMap.find j p in
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Printf.printf "%s,%d -> %s,%d\n"
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let link =
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Printf.sprintf "%s,%d -> %s,%d\n"
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(Item.to_string i) hi (Item.to_string j) hj
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(Item.to_string i) hi (Item.to_string j) hj
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in ItemMap.iter print p
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in Buffer.add_string buffer link
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in ItemMap.iter print p; buffer
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end
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end
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@ -1,11 +1,10 @@
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(** Persistent implementation of the Union/Find algorithm with
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(** Persistent implementation of the Union/Find algorithm with
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height-balanced forests and without path compression. *)
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height-balanced forests and no path compression. *)
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module Make (Item: Partition.Item) =
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module Make (Item: Partition.Item) =
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struct
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struct
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type item = Item.t
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type item = Item.t
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type repr = item (** Class representatives *)
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let equal i j = Item.compare i j = 0
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let equal i j = Item.compare i j = 0
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@ -55,20 +54,25 @@ module Make (Item: Partition.Item) =
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let link (src, height) dst = ItemMap.add src (Link (dst, height))
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let link (src, height) dst = ItemMap.add src (Link (dst, height))
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let rec seek (i: item) (p: partition) : repr * height =
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let rec seek (i: item) (p: partition) : item * height =
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match ItemMap.find i p with
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match ItemMap.find i p with
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Root hi -> i,hi
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Root hi -> i,hi
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| Link (j,_) -> seek j p
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| Link (j,_) -> seek j p
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let repr item partition = fst (seek item partition)
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let repr i p = fst (seek i p)
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let is_equiv (i: item) (j: item) (p: partition) =
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let is_equiv (i: item) (j: item) (p: partition) : bool =
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equal (repr i p) (repr j p)
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try equal (repr i p) (repr j p) with
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Not_found -> false
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let get_or_set (i: item) (p: partition) =
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let get_or_set (i: item) (p: partition) =
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try seek i p, p with
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try seek i p, p with
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Not_found -> let n = i,0 in (n, root n p)
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Not_found -> let n = i,0 in (n, root n p)
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let mem i p = try Some (repr i p) with Not_found -> None
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let repr i p = try repr i p with Not_found -> i
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let equiv (i: item) (j: item) (p: partition) : partition =
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let equiv (i: item) (j: item) (p: partition) : partition =
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let (ri,hi as ni), p = get_or_set i p in
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let (ri,hi as ni), p = get_or_set i p in
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let (rj,hj as nj), p = get_or_set j p in
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let (rj,hj as nj), p = get_or_set j p in
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(** {1 Printing} *)
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(** {1 Printing} *)
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let print (p: partition) =
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let print (p: partition) =
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let buffer = Buffer.create 80 in
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let print i node =
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let print i node =
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let hi, hj, j =
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let hi, hj, j =
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match node with
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match node with
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@ -108,8 +113,10 @@ module Make (Item: Partition.Item) =
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| Link (j,hi) ->
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| Link (j,hi) ->
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match ItemMap.find j p with
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match ItemMap.find j p with
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Root hj | Link (_,hj) -> hi,hj,j in
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Root hj | Link (_,hj) -> hi,hj,j in
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Printf.printf "%s,%d -> %s,%d\n"
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let link =
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Printf.sprintf "%s,%d -> %s,%d\n"
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(Item.to_string i) hi (Item.to_string j) hj
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(Item.to_string i) hi (Item.to_string j) hj
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in ItemMap.iter print p
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in Buffer.add_string buffer link
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in ItemMap.iter print p; buffer
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end
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end
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99
vendors/UnionFind/Partition3.ml
vendored
Normal file
99
vendors/UnionFind/Partition3.ml
vendored
Normal file
@ -0,0 +1,99 @@
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(* Destructive implementation of union/find with height-balanced
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forests but without path compression: O(n*log(n)). *)
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module Make (Item: Partition.Item) =
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struct
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type item = Item.t
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let equal i j = Item.compare i j = 0
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type height = int
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(** Each equivalence class is implemented by a Catalan tree linked
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upwardly and otherwise is a link to another node. Those trees
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are height-balanced. The type [node] implements nodes in those
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trees. *)
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type node = {
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item : item;
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mutable height : int;
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mutable parent : node
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}
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||||||
|
module ItemMap = Map.Make (Item)
|
||||||
|
|
||||||
|
(** The type [partition] implements a partition of classes of
|
||||||
|
equivalent items by means of a map from items to nodes of type
|
||||||
|
[node] in trees. *)
|
||||||
|
type partition = node ItemMap.t
|
||||||
|
|
||||||
|
type t = partition
|
||||||
|
|
||||||
|
let empty = ItemMap.empty
|
||||||
|
|
||||||
|
(** The impure function [repr] is faster than a pure
|
||||||
|
implementation in the worst case because, in the latter case,
|
||||||
|
the cost is O(log n) for accessing each node in the path to
|
||||||
|
the root, whereas, in the former, only the access to the first
|
||||||
|
node in the path incurs a cost of O(log n) -- the other nodes
|
||||||
|
are accessed in constant time by following the [next] field of
|
||||||
|
type [node]. *)
|
||||||
|
let seek (i: item) (p: partition) : node =
|
||||||
|
let rec find_root node =
|
||||||
|
if node.parent == node then node else find_root node.parent
|
||||||
|
in find_root (ItemMap.find i p)
|
||||||
|
|
||||||
|
let repr i p = (seek i p).item
|
||||||
|
|
||||||
|
let is_equiv (i: item) (j: item) (p: partition) : bool =
|
||||||
|
try equal (repr i p) (repr j p) with
|
||||||
|
Not_found -> false
|
||||||
|
|
||||||
|
let get_or_set item (p: partition) =
|
||||||
|
try seek item p, p with
|
||||||
|
Not_found ->
|
||||||
|
let rec loop = {item; height=0; parent=loop}
|
||||||
|
in loop, ItemMap.add item loop p
|
||||||
|
|
||||||
|
let mem i p = try Some (repr i p) with Not_found -> None
|
||||||
|
|
||||||
|
let repr i p = try repr i p with Not_found -> i
|
||||||
|
|
||||||
|
let link src dst = src.parent <- dst
|
||||||
|
|
||||||
|
let equiv (i: item) (j: item) (p: partition) : partition =
|
||||||
|
let ni,p = get_or_set i p in
|
||||||
|
let nj,p = get_or_set j p in
|
||||||
|
let hi,hj = ni.height, nj.height in
|
||||||
|
let () =
|
||||||
|
if not (equal ni.item nj.item)
|
||||||
|
then if hi > hj
|
||||||
|
then link nj ni
|
||||||
|
else (link ni nj; nj.height <- max hj (hi+1))
|
||||||
|
in p
|
||||||
|
|
||||||
|
let alias (i: item) (j: item) (p: partition) : partition =
|
||||||
|
let ni,p = get_or_set i p in
|
||||||
|
let nj,p = get_or_set j p in
|
||||||
|
let hi,hj = ni.height, nj.height in
|
||||||
|
let () =
|
||||||
|
if not (equal ni.item nj.item)
|
||||||
|
then if hi = hj || equal ni.item i
|
||||||
|
then (link ni nj; nj.height <- max hj (hi+1))
|
||||||
|
else if hi < hj then link ni nj
|
||||||
|
else link nj ni
|
||||||
|
in p
|
||||||
|
|
||||||
|
(* Printing *)
|
||||||
|
|
||||||
|
let print (p: partition) =
|
||||||
|
let buffer = Buffer.create 80 in
|
||||||
|
let print _ node =
|
||||||
|
let link =
|
||||||
|
Printf.sprintf "%s,%d -> %s,%d\n"
|
||||||
|
(Item.to_string node.item) node.height
|
||||||
|
(Item.to_string node.parent.item) node.parent.height
|
||||||
|
in Buffer.add_string buffer link
|
||||||
|
in ItemMap.iter print p; buffer
|
||||||
|
|
||||||
|
end
|
@ -9,7 +9,8 @@ module Test (Part: Partition.S with type item = Int.t) =
|
|||||||
struct
|
struct
|
||||||
open Part
|
open Part
|
||||||
|
|
||||||
let () = empty
|
let () =
|
||||||
|
empty
|
||||||
|> equiv 4 3
|
|> equiv 4 3
|
||||||
|> equiv 3 8
|
|> equiv 3 8
|
||||||
|> equiv 6 5
|
|> equiv 6 5
|
||||||
@ -25,6 +26,8 @@ module Test (Part: Partition.S with type item = Int.t) =
|
|||||||
|> equiv 7 7
|
|> equiv 7 7
|
||||||
|> equiv 10 10
|
|> equiv 10 10
|
||||||
|> print
|
|> print
|
||||||
|
|> Buffer.contents
|
||||||
|
|> print_string
|
||||||
end
|
end
|
||||||
|
|
||||||
|
|
11
vendors/UnionFind/dune
vendored
Normal file
11
vendors/UnionFind/dune
vendored
Normal file
@ -0,0 +1,11 @@
|
|||||||
|
(library
|
||||||
|
(name UnionFind)
|
||||||
|
(public_name partition)
|
||||||
|
(wrapped false)
|
||||||
|
(modules Partition0 Partition1 Partition2 Partition3 Partition)
|
||||||
|
(modules_without_implementation Partition))
|
||||||
|
|
||||||
|
(test
|
||||||
|
(modules PartitionMain)
|
||||||
|
(libraries UnionFind)
|
||||||
|
(name PartitionMain))
|
1
vendors/UnionFind/dune-project
vendored
Normal file
1
vendors/UnionFind/dune-project
vendored
Normal file
@ -0,0 +1 @@
|
|||||||
|
(lang dune 1.7)
|
19
vendors/UnionFind/partition.opam
vendored
Normal file
19
vendors/UnionFind/partition.opam
vendored
Normal file
@ -0,0 +1,19 @@
|
|||||||
|
opam-version : "2.0"
|
||||||
|
version : "1.0"
|
||||||
|
maintainer : "rinderknecht@free.fr"
|
||||||
|
authors : [ "Christian Rinderknecht" ]
|
||||||
|
homepage : "https://gitlab.com/rinderknecht/UnionFind"
|
||||||
|
bug-reports : "https://gitlab.com/rinderknecht/UnionFind/issues"
|
||||||
|
dev-repo : "git+https://gitlab.com/rinderknecht/UnionFind.git"
|
||||||
|
license : "MIT"
|
||||||
|
|
||||||
|
depends : [ "dune" ]
|
||||||
|
|
||||||
|
build : [
|
||||||
|
[ "sh" "-c" "printf 'let version = \"%s\"' \"$(git describe --always --dirty --abbrev=0)\" > Version.ml" ]
|
||||||
|
[ "dune" "build" "-p" name "-j" jobs ]
|
||||||
|
]
|
||||||
|
|
||||||
|
url {
|
||||||
|
src: "https://gitlab.com/rinderknecht/UnionFind/-/archive/master/UnionFind.tar.gz"
|
||||||
|
}
|
Loading…
Reference in New Issue
Block a user