- \[1\] Eugene Myers, An O(ND) Difference Algorithm and Its Variations, Algorithmica Vol. 1 No. 2, pp. 251-266, 1986.
*)
type'a common = [
`Common of int * int * 'a
] (** an element of lcs of seq1 and seq2 *)
type'a edit =
[ `Removed of int * 'a
| `Added of int * 'a
| 'a common
] (** an element of diff of seq1 and seq2. *)
module type SeqType = sig type t (** The type of the sequence. *)
type elem (** The type of the elements of the sequence. *)
val get : t -> int -> elem (** [get t n] returns [n]-th element of the sequence [t]. *)
val length : t -> int (** [length t] returns the length of the sequence [t]. *) end (** Input signature of {!Diff.Make}. *)
module type S = sig type t (** The type of input sequence. *)
type elem (** The type of the elements of result / input sequence. *)
val lcs :
?equal:(elem -> elem -> bool) ->
t -> t -> elem common list (** [lcs ~equal seq1 seq2] computes the LCS (longest common sequence) of [seq1] and [seq2]. Elements of [seq1] and [seq2] are compared with [equal]. [equal] defaults to [Pervasives.(=)].
Elements of lcs are [`Common (pos1, pos2, e)] where [e] is an element, [pos1] is a position in [seq1], and [pos2] is a position in [seq2].
*)
val diff :
?equal:(elem -> elem -> bool) ->
t -> t -> elem edit list (** [diff ~equal seq1 seq2] computes the diff of [seq1] and [seq2]. Elements of [seq1] and [seq2] are compared with [equal].
Elements only in [seq1] are represented as [`Removed (pos, e)] where [e] is an element, and [pos] is a position in [seq1]; those only in [seq2] are represented as [`Added (pos, e)] where [e] is an element, and [pos] is a position in [seq2]; those common in [seq1] and [seq2] are represented as [`Common (pos1, pos2, e)] where [e] is an element, [pos1] is a position in [seq1], and [pos2] is a position in [seq2].
*)
val fold_left :
?equal:(elem -> elem -> bool) ->
f:('a -> elem edit -> 'a) ->
init:'a ->
t -> t -> 'a (** [fold_left ~equal ~f ~init seq1 seq2] is same as [diff ~equal seq1 seq2 |> ListLabels.fold_left ~f ~init], but does not create an intermediate list.
*)
val iter :
?equal:(elem -> elem -> bool) ->
f:(elem edit -> unit) ->
t -> t -> unit (** [iter ~equal ~f seq1 seq2] is same as [diff ~equal seq1 seq2 |> ListLabels.iter ~f], but does not create an intermediate list.
*) end (** Output signature of {!Diff.Make}. *)
module Make :
functor (M : SeqType) -> (S withtype t = M.t andtype elem = M.elem) (** Functor building an implementation of the diff structure
given a sequence type. *)
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