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- /**
- * The `Monad` type class combines the operations of the `Chain` and
- * `Applicative` type classes. Therefore, `Monad` instances represent type
- * constructors which support sequential composition, and also lifting of
- * functions of arbitrary arity.
- *
- * Instances must satisfy the following laws in addition to the `Applicative` and `Chain` laws:
- *
- * 1. Left identity: `M.chain(M.of(a), f) <-> f(a)`
- * 2. Right identity: `M.chain(fa, M.of) <-> fa`
- *
- * Note. `Functor`'s `map` can be derived: `A.map = (fa, f) => A.chain(fa, a => A.of(f(a)))`
- *
- * @since 2.0.0
- */
- import {
- Applicative,
- Applicative1,
- Applicative2,
- Applicative2C,
- Applicative3,
- Applicative3C,
- Applicative4
- } from './Applicative'
- import { Chain, Chain1, Chain2, Chain2C, Chain3, Chain3C, Chain4 } from './Chain'
- import { URIS, URIS2, URIS3, URIS4 } from './HKT'
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad<F> extends Applicative<F>, Chain<F> {}
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad1<F extends URIS> extends Applicative1<F>, Chain1<F> {}
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad2<M extends URIS2> extends Applicative2<M>, Chain2<M> {}
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad2C<M extends URIS2, L> extends Applicative2C<M, L>, Chain2C<M, L> {}
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad3<M extends URIS3> extends Applicative3<M>, Chain3<M> {}
- /**
- * @category model
- * @since 2.2.0
- */
- export interface Monad3C<M extends URIS3, E> extends Applicative3C<M, E>, Chain3C<M, E> {}
- /**
- * @category model
- * @since 2.0.0
- */
- export interface Monad4<M extends URIS4> extends Applicative4<M>, Chain4<M> {}
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