Anonymous function
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| - | An anonymous function is a [[ | + | An anonymous function is a [[function]] without a name. It is a [[Lambda abstraction]] and might look like this: <hask>\x -> x + 1</hask>. (That backslash is Haskell's way of expressing a λ and is supposed to look like a Lambda.) |
==Examples== | ==Examples== | ||
| Line 43: | Line 43: | ||
addOneList' lst = map (\x -> x + 1) lst | addOneList' lst = map (\x -> x + 1) lst | ||
</haskell> | </haskell> | ||
| - | For completeness it's worth mentioning that this could be better written: | + | |
| + | For completeness it's worth mentioning that this could be better written | ||
| + | using a [[section]], in [[pointfree]] style: | ||
<haskell> | <haskell> | ||
| Line 50: | Line 52: | ||
==See also== | ==See also== | ||
| - | * Section 3.1 in the [http://haskell. | + | * Section 3.1 in the [http://www.haskell.org/tutorial/functions.html Haskell tutorial]. |
* [[Closure]] | * [[Closure]] | ||
* [[Lambda calculus]] | * [[Lambda calculus]] | ||
| + | * [[Beta reduction]] | ||
Current revision
\x -> x + 1
1 Examples
That is a nameless function which increments its parameter, x. So in Hugs or GHCi, I might say:
Prompt> (\x -> x + 1) 4 5 :: Integer
Or I could make a nameless function of two parameters, x and y:
\x y -> x + y
Prompt> (\x y -> x + y) 3 5 8 :: Integer
You could also name a lambda expression if you wanted to for some reason:
addOne = \x -> x + 1
Of course, there are a variety of better ways to write that in Haskell, but you get the idea.
2 But why bother?
Sometimes it is more convenient to use a lambda expression rather than giving a function a name. This is often the case when usingmap
foldl / foldr
addOneList lst = map addOne' lst where addOne' x = x + 1
But here's another way, where we pass the anonymous function into map rather than any named function.
addOneList' lst = map (\x -> x + 1) lst
For completeness it's worth mentioning that this could be better written using a section, in pointfree style:
addOneList'' = map (+1)
3 See also
- Section 3.1 in the Haskell tutorial.
- Closure
- Lambda calculus
- Beta reduction
