| Portability | portable |
|---|---|
| Stability | experimental |
| Maintainer | [email protected] |
Control.Monad.Identity
Description
- Computation type:
- Simple function application.
- Binding strategy:
- The bound function is applied to the input value.
Identityx >>= f ==Identity(f x) - Useful for:
- Monads can be derived from monad transformers applied to the
Identitymonad. - Zero and plus:
- None.
- Example type:
-
Identitya
The Identity monad is a monad that does not embody any computational strategy.
It simply applies the bound function to its input without any modification.
Computationally, there is no reason to use the Identity monad
instead of the much simpler act of simply applying functions to their arguments.
The purpose of the Identity monad is its fundamental role in the theory
of monad transformers.
Any monad transformer applied to the Identity monad yields a non-transformer
version of that monad.
- newtype Identity a = Identity {
- runIdentity :: a
Documentation
Identity wrapper. Abstraction for wrapping up a object. If you have an monadic function, say:
example :: Int -> Identity Int example x = return (x*x)
you can "run" it, using
Main> runIdentity (example 42) 1764 :: Int
A typical use of the Identity monad is to derive a monad from a monad transformer.
-- derive theControl.Monad.State.Statemonad using theControl.Monad.State.StateTmonad transformer typeControl.Monad.State.States a =Control.Monad.State.StateTsIdentitya
The label is used in the type definition because it follows
a style of monad definition that explicitly represents monad values as
computations. In this style, a monadic computation is built up using the monadic
operators and then the value of the computation is extracted
using the runIdentityrun****** function.
Because the Identity monad does not do any computation, its definition
is trivial.
For a better example of this style of monad,
see the monad.
Control.Monad.State.State
Constructors
| Identity | |
Fields
| |