> >> More importantly, understand how foldl' works and be ready to apply
> >> the same analysis and fix to any similar function.
Hi,
just a little summary of what I found, in case it might be
useful to other beginners struggling with the same problems:
* A good page is http://users.aber.
Hi again,
> data Age = Age Int
> data Names = Names [String]
> data Person = Person (Age,Names)
>
> can be used to represent the details of a person, but the "essential
> type" corresponding to Person, is
>
> (Int,[String])
In Haskell, at least, this is not entirely true. When you say
I pasted the wrong version into the mail.
This is the final one:
module InfixFunction where
infixl 0 $-
infixr 0 $+
-- for left-associative functions
($<) :: a -> (a -> b) -> b
($<) x f = f x
-- for right-associative functions
($>) :: a -> (a -> b) -> b
($>) x f = f x
example1 :: Int
example1
>module InfixFunction where
>
>-- This is a flipped $
>infixl 0 $-
>($-) :: a -> (a -> b) -> b
>($-) x f = f x
>
>example1 :: Int
>example1 =
>-- 3`\x y -> x + y` 4
> 3 $- (\y x -> x + y) 4
>
>example2 :: Int
>example2 =
>-- 1`\x y -> x + y` 2`\x y -> x` 3
> 1
Hello everybody,
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that writing expressions like in the subject line
is impossible, though desirable in some cases.
Today, I ran into a situation where I really needed
that feature, because I were working with a code
generator (UU_AG) that allows just infi
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# Flas
Wolfgang Jeltsch <[EMAIL PROTECTED]> writes:
> In my opinion, the mailing list software should include an appropriate
> Reply-To header field in every mail sent to the list so that replies are
> automatically sent to the list.
[...]
> Reply-To fields from several other lists I'm subscribed to and
On Thursday, 2002-08-22, 00:39, CEST, Ashley Yakeley wrote:
> At 2002-08-21 13:03, Alastair Reid wrote:
>
> >Can this discussion be moved to the i18n list please?
>
> It was originally on Libraries, as it didn't seem to concern
> internationalisation per se...
>
> --
> Ashley Yakeley, Seattl
On Wed, 2002-08-21 at 17:50, Dylan Thurston wrote:
> This is the same as one way of representing search trees, called a
> "trie". Two representations in Haskell are:
>
> > data Trie a = Trie [(a, Trie a)]
I touched on the following in my response to Hal Daume's email, but it's
probably worth as