Haskell: Want a better way of doing: value == x || value == y ||
I'm new to Haskell, so am sorry if this is incredibly obvious...
I have made the following function (used here as an example to ask about multiplevalue==something || value==somethingElse
checks) to check if a character is a number:
isDigit :: Char -> Boo开发者_如何学Cl
isDigit x =
if
x == '0'
|| x == '1'
|| x == '2'
|| x == '3'
|| x == '4'
|| x == '5'
|| x == '6'
|| x == '7'
|| x == '8'
|| x == '9'
then True
else False
Surely though there must be a neat way to write functions like the one above, so you don't have to repeat the || x ==
quite so much?
(If it's relevant: I'm using Hugs as the interpreter.)
In this case you can use elem
from the Prelude:
isDigit x = elem x "0123456789"
(Remember that strings are lists of Char)
Or you can use isDigit
from Data.Char
:-)
Yes, there is a neat way to write almost every repetitive pattern. Here's how to derive it for this one. Start with the list of chars (I'll just do 0-4 for brevity)
"01234"
Map the comparisons:
map (x ==) "01234"
= [x == '0', x == '1', x == '2', x == '3', x == '4']
= (x == '0') : (x == '1') : (x == '2') : (x == '3') : (x == '4') : []
Then use foldr
. foldr f z
is best described as a function that takes a list and replaces :
with f
and []
with z
.
foldr (||) False (map (x ==) "01234")
= x == '0' || x == '1' || x == '2' || x == '3' || x == '4' || False
And there you have it. foldr
is kind of the granddaddy of list functions, so this is the "lowest level" way to do it without explicit recursion. Here are two more spellings for your vocabulary:
isDigit x = any (x ==) "0123456789"
isDigit x = or [ x == d | d <- "0123456789" ]
If I had to guess at the most common "idiomatic" spelling, it would probably be this variant of the first one:
isDigit = (`elem` "0123456789")
Once you get familiar with all the handy functions in the Prelude, writing code like this is a joyous breeze :-)
Another style issue that I didn't see mentioned already is that a function
if expr then True else False
is equivalent to simply
expr
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