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Interval tree (data structure)

An interval tree is a collection of integer-bounded intervals labeled by a value.

For a brief description of the implementation, see the matching Wikipedia article

type 'a t
exception Empty_tree
Accessors
val is_empty : 'a t -> bool
val cardinal : 'a t -> int
val intersects : 'a t -> low:int -> high:int -> bool

intersects a b t returns true if one interval in t intersects with the interval [a;b].

Constructors
val empty : 'a t

the empty tree

val add : 'a t -> low:int -> high:int -> data:'a -> 'a t

add lo hi v t adds the interval (lo, hi) labeled with value v to the contents of t. Note that in contrast to sets, identical intervals (even with identical labels) may be *repeated* in an interval tree. E.g., add 1 2 () (add 1 2 ()) contains 2 intervals.

Conversion
val elements : 'a t -> (int * int * 'a) list
val to_seq : 'a t -> (int * int * 'a) Seq.t
val to_backwards_seq : 'a t -> (int * int * 'a) Seq.t
Searching and filtering
val find_closest : 'a t -> int -> int -> int * int * 'a * int

find_closest lo hi t returns the interval in t which is at minimal distance of the interval [lo;hi]. The resulting tuple contains from left to right, left-end of the interval, right-end of the interval, value associated to the interval and distance to the interval given in argument. Overlapping intervals are at distance 0 of each other.

Raises Empty_tree if t is empty

val find_intersecting_elem : 'a t -> int -> int -> (int * int * 'a) Seq.t

find_intersecting_elem a b t is equivalent to Seq.filter (fun (x,y,_) -> intersects x y t) (to_seq t) but is more efficient.

val filter_overlapping : 'a t -> low:int -> high:int -> 'a t

Create an interval tree with the elements which overlap with [low, high].

Misc
val print : 'a t -> unit

Used for debugging purpose, should be removed in the long run

val check_integrity : 'a t -> unit

Used for debugging purpose, should be removed in the long run

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