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A type-level library enabling the creation and the manipulation of type constructors which can be detached from their type parameters. Also referred to as higher kinded types.

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geoffreytools/free-types

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free-types

free-types | Use Cases | Documentation | Guide | Algebraic data types

A type-level library enabling the creation and the manipulation of type constructors which can be detached from their type parameters.

Such "free" type constructors can be passed around and composed, making known programming patterns also available at the type level.

The goal of this library is to support type-level programming and dependency inversion. Distinctive features are support for: type constraints, partial application, composition with built-in adapters and higher order types, type constructor inference, all sorts of arities and a few experimental features such as pattern matching with destructuring.

Related projects: free-types-transform, type-lenses.

How to install

npm install free-types

How to use

Given a generic class Foo with some type constraint:

class Foo<T extends number> {
    constructor(private value: T) {}
}

We can create a free type constructor:

import { Type, A } from 'free-types'

interface $Foo extends Type<[number]> {
    type: Foo<A<this>>
}

Which can then be passed as an argument to another type responsible for applying it.

import { apply } from 'free-types';

type Foo42 = Apply42<$Foo>; // Foo<42>

type Apply42<$T extends Type<[number]>> = apply<$T, [42]>;

If you don't know what to do with this, here are a few use cases. More utils can be found in the documentation and you can also follow the guide if you want to make the most out of the library and understand how it works.

Happy typing!

Limitations and pain points

Workarounds for the following problems can be found in the guide and in the documentation:

  1. The expansion/evaluation of free types is not deferred until they receive arguments;

  2. Types using procedural type constraints don't work well with generics;

  3. Free types currently support neither dependent type constraints nor procedural type constraints;

  4. Free types arguments are covariant;

  5. Intersected tuples don't spread properly.

Type safety

I was a bit heavy on type safety, in part to prove that it could be made type safe. As a result, some types are harder to use than they should, especially given that some limitations make correct expression not compile. I usually deal with this with an optional parameter, which is terrible. I am very open to discussion on that matter.

Performance

My experience with free-types is that the overhead is not an issue unless you nest them like crazy. A good example is Show which I purposefully wrote with combinators staked on top of combinators in a big recursive switch. Benchmarking it against a vanilla implementation is on my todo list but it's clearly a monster type. My advice is to be reasonable and to remember that real programming happens at runtime.

I experimented a lot with this library, not everything is optimised, which is why I divided it into subsets to clarify their level of performance and value.

Querying a subset also has an impact on the initial type instantiation duration, so you are advised to import only what you need if you can't rely on incremental builds.

  • free-types/core
    everything you need to create, apply and unwrap free types
    takes 125-210ms to instantiate with tsc --generateTrace

  • free-types/essential
    composed of core + everything you need to compose, adapt and lift free types
    takes 450-500ms to instantiate with tsc --generateTrace

  • free-types
    composed of essential + utility-types
    takes 660-725ms to instantiate with tsc --generateTrace

  • utility-types
    companion types divided into subsets such as /strings, /arithmentic, /logic or /tuples

  • experimental
    companion types: From, FromDeep, Match, Widen and Show

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A type-level library enabling the creation and the manipulation of type constructors which can be detached from their type parameters. Also referred to as higher kinded types.

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