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    Banned dglienna's Avatar
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    Re: HELP! Functional Programming - Caml Light

    Sorry, I don't know anything about it.

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    Re: HELP! Functional Programming - Caml Light

    I studied CL at university a few years ago, so if you have any specific questions i'll try and answer them, in the meantime.

    http://pauillac.inria.fr/caml/
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    Re: HELP! Functional Programming - Caml Light

    Thanks for the links, they have definately helped. I will get in touch when and if I get stuck, and any help is really helpful so thanks Did you find it difficult?

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    Re: HELP! Functional Programming - Caml Light

    Quote Originally Posted by Stuart_M
    Thanks for the links, they have definately helped. I will get in touch when and if I get stuck, and any help is really helpful so thanks Did you find it difficult?
    I didn't find it too bad. Once you get the hang of the syntax and the way of thinking it's ok.
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    Re: HELP! Functional Programming - Caml Light

    Hi all, has been a while and have been working hard at the programming. I knew the current situation i'm in would occur and that is why I said a while back that I would need help later on. Later on being now lol.

    Anyway, I'm having trouble with lists. This is just one of many many many questions I have, so I will keep it down to the minimum.

    I have to state whether a list is true or false, based on the integers in the list.

    e.g
    [1;2;3;4;5;6;7;8] would come up as TRUE#
    [1;2;3;4;5;6;7;8;8;7] would come up as FALSE as this list contains two 7's and two 8's.

    I have had a few ideas as to how to do this problem, and one of them is as a follows:-

    If I could somehow subtract every value in the TL of the list from the HD, this would mean that if the list were as follows:-

    [1;2;3;4;1], then:

    1-2 = -1
    1-3 = -2
    1-4 = -3
    1-1= 0

    so if the value of the calculation is 0, then FALSE is displayed as a result.

    Now I would need to do thsi recursivly, in order to take the hd(tl(tl(tl(tl(x))))

    etc.....

    So it would subtract every number from a 'HD', and so even if the following list was used, the recursive function would work it out:-

    [1;2;3;4;5;6;7;7]

    I hope that makes sense. Basically I'm having alot of trouble coding it, but I thinik that the method of solving the problem I have come up with will work.

    Can anyone give me some advice and/or help?


    Thanks,

    Stuart.

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