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fp-ts

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Functional programming in TypeScript

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import { Functor2 } from './Functor' import { Monad2 } from './Monad' import { Applicative2 } from './Applicative' /** * @category model * @since 2.0.0 */ export interface State<S, A> { (s: S): [A, S] } /** * Get the current state * * @category constructors * @since 2.0.0 */ export declare const get: <S>() => State<S, S> /** * Set the state * * @category constructors * @since 2.0.0 */ export declare const put: <S>(s: S) => State<S, void> /** * Modify the state by applying a function to the current state * * @category constructors * @since 2.0.0 */ export declare const modify: <S>(f: (s: S) => S) => State<S, void> /** * Get a value which depends on the current state * * @category constructors * @since 2.0.0 */ export declare const gets: <S, A>(f: (s: S) => A) => State<S, A> /** * `map` can be used to turn functions `(a: A) => B` into functions `(fa: F<A>) => F<B>` whose argument and return types * use the type constructor `F` to represent some computational context. * * @category Functor * @since 2.0.0 */ export declare const map: <A, B>(f: (a: A) => B) => <E>(fa: State<E, A>) => State<E, B> /** * Apply a function to an argument under a type constructor. * * @category Apply * @since 2.0.0 */ export declare const ap: <E, A>(fa: State<E, A>) => <B>(fab: State<E, (a: A) => B>) => State<E, B> /** * Combine two effectful actions, keeping only the result of the first. * * Derivable from `Apply`. * * @category combinators * @since 2.0.0 */ export declare const apFirst: <E, B>(fb: State<E, B>) => <A>(fa: State<E, A>) => State<E, A> /** * Combine two effectful actions, keeping only the result of the second. * * Derivable from `Apply`. * * @category combinators * @since 2.0.0 */ export declare const apSecond: <E, B>(fb: State<E, B>) => <A>(fa: State<E, A>) => State<E, B> /** * Wrap a value into the type constructor. * * @category Applicative * @since 2.0.0 */ export declare const of: Applicative2<URI>['of'] /** * Composes computations in sequence, using the return value of one computation to determine the next computation. * * @category Monad * @since 2.0.0 */ export declare const chain: <E, A, B>(f: (a: A) => State<E, B>) => (ma: State<E, A>) => State<E, B> /** * Composes computations in sequence, using the return value of one computation to determine the next computation and * keeping only the result of the first. * * Derivable from `Monad`. * * @category combinators * @since 2.0.0 */ export declare const chainFirst: <E, A, B>(f: (a: A) => State<E, B>) => (ma: State<E, A>) => State<E, A> /** * Derivable from `Monad`. * * @category combinators * @since 2.0.0 */ export declare const flatten: <E, A>(mma: State<E, State<E, A>>) => State<E, A> /** * @category instances * @since 2.0.0 */ export declare const URI = 'State' /** * @category instances * @since 2.0.0 */ export declare type URI = typeof URI declare module './HKT' { interface URItoKind2<E, A> { readonly [URI]: State<E, A> } } /** * @category instances * @since 2.7.0 */ export declare const Functor: Functor2<URI> /** * @category instances * @since 2.7.0 */ export declare const Applicative: Applicative2<URI> /** * @category instances * @since 2.7.0 */ export declare const Monad: Monad2<URI> /** * @category instances * @since 2.0.0 */ export declare const state: Monad2<URI> /** * Use `evaluate` instead * * @since 2.0.0 * @deprecated */ export declare const evalState: <S, A>(ma: State<S, A>, s: S) => A /** * Use `execute` instead * * @since 2.0.0 * @deprecated */ export declare const execState: <S, A>(ma: State<S, A>, s: S) => S /** * Run a computation in the `State` monad, discarding the final state * * @since 2.8.0 */ export declare const evaluate: <S>(s: S) => <A>(ma: State<S, A>) => A /** * Run a computation in the `State` monad discarding the result * * @since 2.8.0 */ export declare const execute: <S>(s: S) => <A>(ma: State<S, A>) => S /** * @since 2.8.0 */ export declare const bindTo: <N extends string>(name: N) => <S, A>(fa: State<S, A>) => State<S, { [K in N]: A }> /** * @since 2.8.0 */ export declare const bind: <N extends string, A, S, B>( name: Exclude<N, keyof A>, f: (a: A) => State<S, B> ) => (fa: State<S, A>) => State<S, { [K in N | keyof A]: K extends keyof A ? A[K] : B }> /** * @since 2.8.0 */ export declare const apS: <A, N extends string, S, B>( name: Exclude<N, keyof A>, fb: State<S, B> ) => (fa: State<S, A>) => State<S, { [K in N | keyof A]: K extends keyof A ? A[K] : B }> /** * @since 2.9.0 */ export declare const traverseArrayWithIndex: <A, S, B>( f: (index: number, a: A) => State<S, B> ) => (arr: ReadonlyArray<A>) => State<S, ReadonlyArray<B>> /** * This function has the same behavior of `A.traverse(S.State)` but it's stack safe and optimized * * @example * import * as RA from 'fp-ts/ReadonlyArray' * import { traverseArray, State } from 'fp-ts/State' * import { pipe, tuple } from 'fp-ts/function' * * const add = (n: number): State<number, number> => (s: number) => tuple(n, n + s) * const arr = RA.range(0, 100) * * assert.deepStrictEqual(pipe(arr, traverseArray(add))(0), [arr, arr.reduce((p, c) => p + c, 0)]) * * @since 2.9.0 */ export declare const traverseArray: <A, S, B>( f: (a: A) => State<S, B> ) => (arr: ReadonlyArray<A>) => State<S, ReadonlyArray<B>> /** * This function has the same behavior of `A.sequence(S.State)` but it's stack safe and optimized * * @example * import * as RA from 'fp-ts/ReadonlyArray' * import { sequenceArray, State } from 'fp-ts/State' * import { pipe, tuple } from 'fp-ts/function' * * const add = (n: number): State<number, number> => (s: number) => tuple(n, n + s) * const arr = RA.range(0, 100) * * assert.deepStrictEqual(pipe(arr, RA.map(add), sequenceArray)(0), [arr, arr.reduce((p, c) => p + c, 0)]) * * @since 2.9.0 */ export declare const sequenceArray: <S, A>(arr: ReadonlyArray<State<S, A>>) => State<S, ReadonlyArray<A>>