Function ap

  • Allows you to apply (thus ap) a value to a function without having to take either out of the context of their Maybes. This does mean that the transforming function is itself within a Maybe, which can be hard to grok at first but lets you do some very elegant things. For example, ap allows you to this:

    import { just, nothing } from 'true-myth/maybe';

    const one = just(1);
    const five = just(5);
    const none = nothing();

    const add = (a: number) => (b: number) => a + b;
    const maybeAdd = just(add);

    maybeAdd.ap(one).ap(five); // Just(6)
    maybeAdd.ap(one).ap(none); // Nothing
    maybeAdd.ap(none).ap(five) // Nothing

    Without ap, you'd need to do something like a nested match:

    import { just, nothing } from 'true-myth/maybe';

    const one = just(1);
    const five = just(5);
    const none = nothing();

    one.match({
    Just: n => five.match({
    Just: o => just(n + o),
    Nothing: () => nothing(),
    }),
    Nothing: () => nothing(),
    }); // Just(6)

    one.match({
    Just: n => none.match({
    Just: o => just(n + o),
    Nothing: () => nothing(),
    }),
    Nothing: () => nothing(),
    }); // Nothing

    none.match({
    Just: n => five.match({
    Just: o => just(n + o),
    Nothing: () => nothing(),
    }),
    Nothing: () => nothing(),
    }); // Nothing

    And this kind of thing comes up quite often once you're using Maybe to handle optionality throughout your application.

    For another example, imagine you need to compare the equality of two ImmutableJS data structures, where a === comparison won't work. With ap, that's as simple as this:

    import Maybe from 'true-myth/maybe';
    import { is as immutableIs, Set } from 'immutable';

    const is = (first: unknown) => (second: unknown) =>
    immutableIs(first, second);

    const x = Maybe.of(Set.of(1, 2, 3));
    const y = Maybe.of(Set.of(2, 3, 4));

    Maybe.of(is).ap(x).ap(y); // Just(false)

    Without ap, we're back to that gnarly nested match:

    import Maybe, { just, nothing } from 'true-myth/maybe';
    import { is, Set } from 'immutable';

    const x = Maybe.of(Set.of(1, 2, 3));
    const y = Maybe.of(Set.of(2, 3, 4));

    x.match({
    Just: iX => y.match({
    Just: iY => Maybe.just(is(iX, iY)),
    Nothing: () => Maybe.nothing(),
    })
    Nothing: () => Maybe.nothing(),
    }); // Just(false)

    In summary: anywhere you have two Maybe instances and need to perform an operation that uses both of them, ap is your friend.

    Two things to note, both regarding currying:

    1. All functions passed to ap must be curried. That is, they must be of the form (for add) (a: number) => (b: number) => a + b, not the more usual (a: number, b: number) => a + b you see in JavaScript more generally.

      (Unfortunately, these do not currently work with lodash or Ramda's curry helper functions. A future update to the type definitions may make that work, but the intermediate types produced by those helpers and the more general function types expected by this function do not currently align.)

    2. You will need to call ap as many times as there are arguments to the function you're dealing with. So in the case of this add3 function, which has the "arity" (function argument count) of 3 (a and b), you'll need to call ap twice: once for a, and once for b. To see why, let's look at what the result in each phase is:

      const add3 = (a: number) => (b: number) => (c: number) => a + b + c;

      const maybeAdd = just(add3); // Just((a: number) => (b: number) => (c: number) => a + b + c)
      const maybeAdd1 = maybeAdd.ap(just(1)); // Just((b: number) => (c: number) => 1 + b + c)
      const maybeAdd1And2 = maybeAdd1.ap(just(2)) // Just((c: number) => 1 + 2 + c)
      const final = maybeAdd1.ap(just(3)); // Just(4)

      So for toString, which just takes a single argument, you would only need to call ap once.

      const toStr = (v: { toString(): string }) => v.toString();
      just(toStr).ap(12); // Just("12")

    One other scenario which doesn't come up quite as often but is conceivable is where you have something that may or may not actually construct a function for handling a specific Maybe scenario. In that case, you can wrap the possibly-present in ap and then wrap the values to apply to the function to in Maybe themselves.

    Aside: ap is not named apply because of the overlap with JavaScript's existing apply function – and although strictly speaking, there isn't any direct overlap (Maybe.apply and Function.prototype.apply don't intersect at all) it's useful to have a different name to avoid implying that they're the same.

    Type Parameters

    • T
    • U extends {}

    Parameters

    • maybeFn: Maybe<((t: T) => U)>

      maybe a function from T to U

    • maybe: Maybe<T>

      maybe a T to apply to fn

    Returns Maybe<U>

  • Type Parameters

    • T
    • U extends {}

    Parameters

    Returns ((maybe: Maybe<T>) => Maybe<U>)