Reputation: 4219
While describing the NegativeLiterals School of Haskell shows an example of how using the language extension might change the performance of some code and then says
Other examples might actually change behavior rather than simply be less efficient
After fooling around with the extension a bit I was not able to find any of these instances of behavior changes. I was only able to find the performance changes they were talking about and a few programs that will error with and without the extension.
What are these programs that change their behavior when the NegativeLiterals extension is enabled?
Upvotes: 7
Views: 292
Reputation: 2366
NegativeLiterals
also changes how some expressions are parsed. Unary -
is interpreted as an operator with the same precedence as binary -
(i.e. 6), but with NegativeLiterals
a -
that is directly (without whitespace) followed by a number will be part of the literal. Here is an example of how this can make a difference:
>>> :set -XNoNegativeLiterals
>>> -1 `mod` 2
-1
>>> :set -XNegativeLiterals
>>> -1 `mod` 2
1
>>> - 1 `mod` 2
-1
I have got this from this StackOverflow question.
Upvotes: 2
Reputation: 70337
Consider a fixed-size type, such as Int8
from Data.Int
. This is a signed integer stored in 8
bits. Its possible values range from -128 to 127. So, with the default syntax, the literal -128
will try to store 128
in an Int8
and then negate it, which results in overflow. With NegativeLiterals
, it will directly construct -128
as an Int8
, avoiding this possible error.
As it turns out, on ghci
, the literal 128
procures a warning and then produces -128
as a result of the overflow, so as it happens -128
produces the correct value. However, I don't believe this behavior is standardized since Int8
is a signed type, so it's best not to rely on overflow behaving in this way.
Upvotes: 0
Reputation: 64740
The difference of negative literals is the difference of if we negate the integer then call fromInteger
or call fromInteger
then negate the type of the codomain. That is, fromInteger . negate
is not the same as negate . fromInteger
. I would expect this to happen when you are on the bounds of some type - one might saturate while another wraps.
For example I have a pretty trivially bad type:
data Bad = Bad Integer
deriving (Show)
instance Num Bad where
negate (Bad a) = Bad (a + 1)
fromInteger = Bad
And the result:
*Main> (-1) :: Bad
Bad 2
*Main> :set -XNegativeLiterals
*Main> (-1) :: Bad
Bad (-1)
*Main>
Upvotes: 6