5
60%
MIT
NonEmpty type with Array and List implementations for ReasonML and OCaml

bs-nonempty

This small library provides implementations of NonEmptyList and NonEmptyArray: collection structures that guarantee you'll have at least one value. Additionally, you can build on top of the NonEmptyBase module to make a NonEmpty* version of your own collection type.

Installation

Install via npm:

npm install --save bs-nonempty

Update your bsconfig.json

"bs-dependencies": [
  "bs-nonempty"
],

Usage

The following demonstrates the API for using this library with List, but from these examples, it should be pretty easy to figure out how the NonEmptyArray version works.

Construct a NonEmptyList

For constructing a new NonEmptyList.t, you can use make, pure, cons, and fromT. You can turn your NonEmptyList.t into a list using toT. The signatures of those functions look like:

  • RE
  • ML
let make: ('a, list('a)) => NonEmptyList.t('a);
958: <UNKNOWN SYNTAX ERROR>
  • RE
  • ML
let pure: ('a) => NonEmptyList.t('a);
let cons: ('a, NonEmptyList.t('a)) => NonEmptyList.t('a);
958: <UNKNOWN SYNTAX ERROR>
  • RE
  • ML
let fromT: list('a) => option(NonEmptyList.t('a));
let toT: NonEmptyList.t('a) => list('a);
958: <UNKNOWN SYNTAX ERROR>

You can use those functions like this:

  • RE
  • ML
/* "import" from NonEmptyList */
let (make, pure, cons, head, tail, fromT, toT) =
  NonEmptyList(make, pure, cons, head, tail, fromT, toT);

let myNel = pure(3);
head(myNel); /* 3 -- Note that this is not Some(3) */
tail(myNel); /* [] */

make(3, [2, 1]) == cons(3, cons(2, pure(1)));
toT(make(3, [2, 1])) == [3, 2, 1];

fromT(["A"]) == Some(make("A", [])) == Some(pure("A"));
fromT([]) == None;
let (make,pure,cons,head,tail,fromT,toT) =
  ((NonEmptyList (make, pure, cons, head, tail, fromT, toT))[@explicit_arity
                                                              ])
let myNel = pure 3
let _ = head myNel
let _ = tail myNel
let _ = (make 3 [2; 1]) = (cons 3 (cons 2 (pure 1)))
let _ = (toT (make 3 [2; 1])) = [3; 2; 1]
let _ =
  ((fromT ["A"]) = ((Some ((make "A" [])))[@explicit_arity ])) =
    ((Some ((pure "A")))[@explicit_arity ])
let _ = (fromT []) = None

Map, fold (reduce), and more

  • RE
  • ML
let map: ('a => 'b, NonEmptyList.t('a)) => NonEmptyList.t('b);
let fold_left: (('a, 'b) => 'a, 'a, NonEmptyList.t('b)) => 'a;
let foldl1: (('a, 'a) => 'a, NonEmptyList.t('a)) => 'a;

let myNel = make(0, [1, 2, 3, 4]);
map(string_of_int, myNel); /* == make("0", ["1", "2", "3", "4"]) */
fold_left((+), 0, myNel); /* 10 */
foldl1((+), myNel); /* 10 */
958: <UNKNOWN SYNTAX ERROR>
  • RE
  • ML
let append: (NonEmptyList.t('a), NonEmptyList.t('a)) => NonEmptyList.t('a);
let join: (NonEmptyList.t(NonEmptyList.t('a))) => NonEmptyList.t('a);
let reverse: NonEmptyList.t('a) => NonEmptyList.t('a);
let length: NonEmptyList.t('a) => int;
958: <UNKNOWN SYNTAX ERROR>

Typeclasses

Note: If "semigroup" is a word that freaks you out, you can ignore this entire section. You already know more than enough to use this library. But if you're already familiar with bs-abstract, the following might come in handy.

NonEmpty is built on top of the great work in bs-abstract. Every NonEmpty* implementation (currently List and Array) is a member of the following typeclasses (which can be accessed like NonEmptyList.Functor.map):

  • MAGMA_ANY and SEMIGROUP_ANY with infix append (e.g. NonEmptyList.Infix.(<:>))
  • FUNCTOR with infix map (e.g. NonEmptyList.Infix.(<$>))
  • APPLY and APPLICATIVE with infix apply (e.g. NonEmptyList.Infix.(<*>))
  • MONAD with infix flat_map (e.g. NonEmptyList.Infix.(>>=))

Additionally, to roll your own NonEmpty* type, the underlying container type needs to be a member of MONOID_ANY, APPLICATIVE, and FOLDABLE (as well as provide implementations for head, tail, and length functions). See the implementations of NonEmptyList and NonEmptyArray for examples.

Contributing

  1. Fork and clone this repository
  2. npm install to grab bs-abstract and any dev dependencies
  3. Add features (and tests!) as appropriate
  4. npm run test

Here are some things worth contributing:

  • fold_right implementation so we can be a member of FOLDABLE
  • EQ if the underlying 'a is a member of EQ
  • TRAVERSABLE if the underlying 'a is a member of APPLICATIVE
  • docblock comments so we can automate the documentation
  • Any extra utility functions or NonEmptyOtherCollectionType implementations

License

Released under the MIT license. See LICENSE.