data FibState = F {previous, current :: Integer}
fibState0 = F {previous = 1, current = 0}

currentFib :: State FibState Integer
currentFib = gets current

nextFib :: State FibState Integer
nextFib = do
       F p c <- get
       let n = p+c
       put (F c n)
       return n

does that help?

Thank you, Daniel, for responding so quickly. I've played around with your Fibonacci generator, but I'm afraid I'm not yet confident enough with monads to get it to give me a meaningful answer. How do you seed its state, and how would you go about printing out (for example) the first 5 numbers in the Fibonacci sequence?

Mike



On Wed, Sep 17, 2008 at 1:39 PM, Daniel Fischer <daniel.is.fischer@web.de> wrote:
Am Mittwoch, 17. September 2008 20:05 schrieb Mike Sullivan:
> Hi All,
>
> As I'm sure all Haskell beginners do, I'm having a bit of a struggle
> wrapping my head around all of the uses for monads. My current frustration
> is trying to figure out how to use the state monad to attach some
> persistent state between different calls to a function. I have two
> questions that I would appreciate it if somebody could help me with.
>
> The ubiquitous state monad example for Haskell tutorials seems to be a
> random number generator, with a function like the following (from
> http://www.haskell.org/all_about_monads/html/statemonad.html#example):
>
> getAny :: (Random a) => State StdGen a
> getAny = do g      <- get
>             (x,g') <- return $ random g
>             put g'
>             return x
>
> My first question is very basic, but here it goes: I see it everywhere, but
> what does the "=>" signify? Specifically, in this example what does
> "(Random a) =>" do in the type signature?

It describes a required context, here it means "for any type 'a' which is an
instance of the typeclass Random, getAny has the type State StdGen a".

>
> My second question is more of a request, I suppose. I think it would be
> useful to get another example that does not have the added complications of
> dealing with the Random package, and saves more than one piece of data as
> state. How would one go about (for example) creating a Fibonacci sequence
> generator that saves the last state, such that on each call it returns the
> next number in the Fibonacci sequence?

data FibState = F {previous, current :: Integer}
fibState0 = F {previous = 1, current = 0}

currentFib :: State FibState Integer
currentFib = gets current

nextFib :: State FibState Integer
nextFib = do
       F p c <- get
       let n = p+c
       put (F c n)
       return n

does that help?

>
> Thank you,
> Mike

Cheers,
Daniel