This chapter used to be the initial presentation of arrows, leading to the more detailed discussion in Understanding arrows. It has been replaced in that role by Arrow tutorial. 
IntroductionEdit
Arrows are a generalization of monads: every monad gives rise to an arrow, but not all arrows give rise to monads. They serve much the same purpose as monads  providing a common structure for libraries  but are more general. In particular they allow notions of computation that may be partially static (independent of the input) or may take multiple inputs. If your application works fine with monads, you might as well stick with them. But if you're using a structure that's very like a monad, but isn't one, maybe it's an arrow.
proc
and the arrow tailEdit
Let's begin by getting to grips with the arrows notation. We'll work with the simplest possible arrow there is (the function) and build some toy programs strictly in the aims of getting acquainted with the syntax.
Fire up your text editor and create a Haskell file, say toyArrows.hs:
{# LANGUAGE Arrows #}
import Control.Arrow (returnA)
idA :: a > a
idA = proc a > returnA < a
plusOne :: Int > Int
plusOne = proc a > returnA < (a+1)
These are our first two arrows. The first is the identity function in arrow form, and second, slightly more exciting, is an arrow that adds one to its input. Load this up in GHCi, using the XArrows extension and see what happens.
% ghci XArrows toyArrows.hs ___ ___ _ / _ \ /\ /\/ __(_) / /_\// /_/ / /   GHC Interactive, version 6.4.1, for Haskell 98. / /_\\/ __ / /___  http://www.haskell.org/ghc/ \____/\/ /_/\____/_ Type :? for help. Loading package base1.0 ... linking ... done. Compiling Main ( toyArrows.hs, interpreted ) Ok, modules loaded: Main. *Main> idA 3 3 *Main> idA "foo" "foo" *Main> plusOne 3 4 *Main> plusOne 100 101
Thrilling indeed. Up to now, we have seen three new constructs in the arrow notation:
 the keyword
proc
<
 the imported function
returnA
Now that we know how to add one to a value, let's try something twice as difficult: adding TWO:
plusOne = proc a > returnA < (a+1)
plusTwo = proc a > plusOne < (a+1)
One simple approach is to feed (a+1) as input into the plusOne
arrow. Note the similarity between plusOne
and plusTwo
. You should notice that there is a basic pattern here which goes a little something like this: proc FOO > SOME_ARROW < (SOMETHING_WITH_FOO)
Exercises 


do
notationEdit
Our current implementation of plusTwo
is rather disappointing actually... shouldn't it just be plusOne
twice? We can do better, but to do so, we need to introduce the do notation:
plusTwoBis =
proc a > do b < plusOne < a
plusOne < b
Now try this out in GHCi:
Prelude> :r Compiling Main ( toyArrows.hs, interpreted ) Ok, modules loaded: Main. *Main> plusTwoBis 5 7
You can use this do notation to build up sequences as long as you would like:
plusFive =
proc a > do b < plusOne < a
c < plusOne < b
d < plusOne < c
e < plusOne < d
plusOne < e
Monads and arrowsEdit
 FIXME: I'm no longer sure, but I believe the intention here was to show what the difference is having this proc notation instead to just a regular chain of dos
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