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Module Belt.MutableSet

Belt.MutableSet

The top level provides generic mutable set operations.

It also has two specialized inner modules Belt.MutableSet.Int and Belt.MutableSet.String

A mutable sorted set module which allows customize compare behavior.

Same as Belt.Set, but mutable.

ocaml
module Int : sig ... end
reasonml
module Int: { ... };

Specalized when key type is int, more efficient than the generic type

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module String : sig ... end
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module String: { ... };

Specalized when key type is string, more efficient than the generic type

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type ('k, 'id) t
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type t('k, 'id);
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type ('k, 'id) id =
  (module Belt__.Belt_Id.Comparable
  with type identity = 'id
   and type t = 'k)
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type id('k, 'id) =
  (module Belt__.Belt_Id.Comparable
  with type identity = 'id
   and type t = 'k);
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val make : id:('value, 'id) id -> ('value, 'id) t
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let make: id:id('value, 'id) => t('value, 'id);
ocaml
val fromArray : 'k array -> id:('k, 'id) id -> ('k, 'id) t
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let fromArray: array('k) => id:id('k, 'id) => t('k, 'id);
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val fromSortedArrayUnsafe : 
  'value array ->
  id:('value, 'id) id ->
  ('value, 'id) t
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let fromSortedArrayUnsafe: 
  array('value) =>
  id:id('value, 'id) =>
  t('value, 'id);
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val copy : ('k, 'id) t -> ('k, 'id) t
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let copy: t('k, 'id) => t('k, 'id);
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val isEmpty : (_, _) t -> bool
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let isEmpty: t(_, _) => bool;
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val has : ('value, _) t -> 'value -> bool
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let has: t('value, _) => 'value => bool;
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val add : ('value, 'id) t -> 'value -> unit
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let add: t('value, 'id) => 'value => unit;
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val addCheck : ('value, 'id) t -> 'value -> bool
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let addCheck: t('value, 'id) => 'value => bool;
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val mergeMany : ('value, 'id) t -> 'value array -> unit
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let mergeMany: t('value, 'id) => array('value) => unit;
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val remove : ('value, 'id) t -> 'value -> unit
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let remove: t('value, 'id) => 'value => unit;
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val removeCheck : ('value, 'id) t -> 'value -> bool
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let removeCheck: t('value, 'id) => 'value => bool;
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val removeMany : ('value, 'id) t -> 'value array -> unit
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let removeMany: t('value, 'id) => array('value) => unit;
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val union : ('value, 'id) t -> ('value, 'id) t -> ('value, 'id) t
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let union: t('value, 'id) => t('value, 'id) => t('value, 'id);
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val intersect : ('value, 'id) t -> ('value, 'id) t -> ('value, 'id) t
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let intersect: t('value, 'id) => t('value, 'id) => t('value, 'id);
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val diff : ('value, 'id) t -> ('value, 'id) t -> ('value, 'id) t
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let diff: t('value, 'id) => t('value, 'id) => t('value, 'id);
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val subset : ('value, 'id) t -> ('value, 'id) t -> bool
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let subset: t('value, 'id) => t('value, 'id) => bool;
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val cmp : ('value, 'id) t -> ('value, 'id) t -> int
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let cmp: t('value, 'id) => t('value, 'id) => int;
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val eq : ('value, 'id) t -> ('value, 'id) t -> bool
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let eq: t('value, 'id) => t('value, 'id) => bool;
ocaml
val forEachU : ('value, 'id) t -> ('value -> unit) Js.Fn.arity1 -> unit
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let forEachU: t('value, 'id) => Js.Fn.arity1(('value => unit)) => unit;
ocaml
val forEach : ('value, 'id) t -> ('value -> unit) -> unit
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let forEach: t('value, 'id) => ('value => unit) => unit;

forEach m f applies f in turn to all elements of m. In increasing order

ocaml
val reduceU : ('value, 'id) t -> 'a -> ('a -> 'value -> 'a) Js.Fn.arity2 -> 'a
reasonml
let reduceU: t('value, 'id) => 'a => Js.Fn.arity2(('a => 'value => 'a)) => 'a;
ocaml
val reduce : ('value, 'id) t -> 'a -> ('a -> 'value -> 'a) -> 'a
reasonml
let reduce: t('value, 'id) => 'a => ('a => 'value => 'a) => 'a;

In increasing order.

ocaml
val everyU : ('value, 'id) t -> ('value -> bool) Js.Fn.arity1 -> bool
reasonml
let everyU: t('value, 'id) => Js.Fn.arity1(('value => bool)) => bool;
ocaml
val every : ('value, 'id) t -> ('value -> bool) -> bool
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let every: t('value, 'id) => ('value => bool) => bool;

every s p checks if all elements of the set satisfy the predicate p. Order unspecified

ocaml
val someU : ('value, 'id) t -> ('value -> bool) Js.Fn.arity1 -> bool
reasonml
let someU: t('value, 'id) => Js.Fn.arity1(('value => bool)) => bool;
ocaml
val some : ('value, 'id) t -> ('value -> bool) -> bool
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let some: t('value, 'id) => ('value => bool) => bool;

some p s checks if at least one element of the set satisfies the predicate p.

ocaml
val keepU : ('value, 'id) t -> ('value -> bool) Js.Fn.arity1 -> ('value, 'id) t
reasonml
let keepU: t('value, 'id) => Js.Fn.arity1(('value => bool)) => t('value, 'id);
ocaml
val keep : ('value, 'id) t -> ('value -> bool) -> ('value, 'id) t
reasonml
let keep: t('value, 'id) => ('value => bool) => t('value, 'id);

keep s p returns the set of all elements in s that satisfy predicate p.

ocaml
val partitionU : 
  ('value, 'id) t ->
  ('value -> bool) Js.Fn.arity1 ->
  ('value, 'id) t * ('value, 'id) t
reasonml
let partitionU: 
  t('value, 'id) =>
  Js.Fn.arity1(('value => bool)) =>
  (t('value, 'id), t('value, 'id));
ocaml
val partition : 
  ('value, 'id) t ->
  ('value -> bool) ->
  ('value, 'id) t * ('value, 'id) t
reasonml
let partition: 
  t('value, 'id) =>
  ('value => bool) =>
  (t('value, 'id), t('value, 'id));

partition p s returns a pair of sets (s1, s2), where s1 is the set of all the elements of s that satisfy the predicate p, and s2 is the set of all the elements of s that do not satisfy p.

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val size : ('value, 'id) t -> int
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let size: t('value, 'id) => int;
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val toList : ('value, 'id) t -> 'value list
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let toList: t('value, 'id) => list('value);

In increasing order

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val toArray : ('value, 'id) t -> 'value array
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let toArray: t('value, 'id) => array('value);

In increasing order

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val minimum : ('value, 'id) t -> 'value option
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let minimum: t('value, 'id) => option('value);
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val minUndefined : ('value, 'id) t -> 'value Js.undefined
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let minUndefined: t('value, 'id) => Js.undefined('value);
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val maximum : ('value, 'id) t -> 'value option
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let maximum: t('value, 'id) => option('value);
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val maxUndefined : ('value, 'id) t -> 'value Js.undefined
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let maxUndefined: t('value, 'id) => Js.undefined('value);
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val get : ('value, 'id) t -> 'value -> 'value option
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let get: t('value, 'id) => 'value => option('value);
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val getUndefined : ('value, 'id) t -> 'value -> 'value Js.undefined
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let getUndefined: t('value, 'id) => 'value => Js.undefined('value);
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val getExn : ('value, 'id) t -> 'value -> 'value
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let getExn: t('value, 'id) => 'value => 'value;
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val split : 
  ('value, 'id) t ->
  'value ->
  (('value, 'id) t * ('value, 'id) t) * bool
reasonml
let split: 
  t('value, 'id) =>
  'value =>
  ((t('value, 'id), t('value, 'id)), bool);

split s x returns a triple ((l, r), present), where l is the set of elements of s that are strictly less than x; r is the set of elements of s that are strictly greater than x; present is false if s contains no element equal to x, or true if s contains an element equal to x. l,r are freshly made, no sharing with s

ocaml
val checkInvariantInternal : (_, _) t -> unit
reasonml
let checkInvariantInternal: t(_, _) => unit;

raise when invariant is not held