Calling a function with user defined datatypes in Haskell











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1
down vote

favorite












I defined a data type in Haskell



data List a=Nil
|Cons a (List a)


I wrote a function using this data type



listLength Nil=0
listLength (Cons x xs)=1+listLength(xs)


I tried to call that function giving arguments like this



listLength (Cons 2 [2,3])


But I got an error:



<interactive>:68:20: error:
* Couldn't match expected type `List Integer'
with actual type `[Integer]'
* In the second argument of `Cons', namely `[2, 3]'
In the first argument of `listLength', namely `(Cons 2 [2, 3])'
In the expression: listLength (Cons 2 [2, 3])


How do call this function?










share|improve this question


















  • 4




    Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
    – bradrn
    Nov 11 at 6:41










  • It worked. Thank you
    – Nishara Kavindi
    Nov 11 at 6:49






  • 2




    To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
    – chi
    Nov 11 at 8:12






  • 1




    @Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
    – bradrn
    Nov 11 at 8:36










  • @bradrn Okey.You can do that.
    – Nishara Kavindi
    Nov 12 at 16:52

















up vote
1
down vote

favorite












I defined a data type in Haskell



data List a=Nil
|Cons a (List a)


I wrote a function using this data type



listLength Nil=0
listLength (Cons x xs)=1+listLength(xs)


I tried to call that function giving arguments like this



listLength (Cons 2 [2,3])


But I got an error:



<interactive>:68:20: error:
* Couldn't match expected type `List Integer'
with actual type `[Integer]'
* In the second argument of `Cons', namely `[2, 3]'
In the first argument of `listLength', namely `(Cons 2 [2, 3])'
In the expression: listLength (Cons 2 [2, 3])


How do call this function?










share|improve this question


















  • 4




    Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
    – bradrn
    Nov 11 at 6:41










  • It worked. Thank you
    – Nishara Kavindi
    Nov 11 at 6:49






  • 2




    To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
    – chi
    Nov 11 at 8:12






  • 1




    @Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
    – bradrn
    Nov 11 at 8:36










  • @bradrn Okey.You can do that.
    – Nishara Kavindi
    Nov 12 at 16:52















up vote
1
down vote

favorite









up vote
1
down vote

favorite











I defined a data type in Haskell



data List a=Nil
|Cons a (List a)


I wrote a function using this data type



listLength Nil=0
listLength (Cons x xs)=1+listLength(xs)


I tried to call that function giving arguments like this



listLength (Cons 2 [2,3])


But I got an error:



<interactive>:68:20: error:
* Couldn't match expected type `List Integer'
with actual type `[Integer]'
* In the second argument of `Cons', namely `[2, 3]'
In the first argument of `listLength', namely `(Cons 2 [2, 3])'
In the expression: listLength (Cons 2 [2, 3])


How do call this function?










share|improve this question













I defined a data type in Haskell



data List a=Nil
|Cons a (List a)


I wrote a function using this data type



listLength Nil=0
listLength (Cons x xs)=1+listLength(xs)


I tried to call that function giving arguments like this



listLength (Cons 2 [2,3])


But I got an error:



<interactive>:68:20: error:
* Couldn't match expected type `List Integer'
with actual type `[Integer]'
* In the second argument of `Cons', namely `[2, 3]'
In the first argument of `listLength', namely `(Cons 2 [2, 3])'
In the expression: listLength (Cons 2 [2, 3])


How do call this function?







haskell






share|improve this question













share|improve this question











share|improve this question




share|improve this question










asked Nov 11 at 6:37









Nishara Kavindi

268




268








  • 4




    Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
    – bradrn
    Nov 11 at 6:41










  • It worked. Thank you
    – Nishara Kavindi
    Nov 11 at 6:49






  • 2




    To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
    – chi
    Nov 11 at 8:12






  • 1




    @Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
    – bradrn
    Nov 11 at 8:36










  • @bradrn Okey.You can do that.
    – Nishara Kavindi
    Nov 12 at 16:52
















  • 4




    Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
    – bradrn
    Nov 11 at 6:41










  • It worked. Thank you
    – Nishara Kavindi
    Nov 11 at 6:49






  • 2




    To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
    – chi
    Nov 11 at 8:12






  • 1




    @Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
    – bradrn
    Nov 11 at 8:36










  • @bradrn Okey.You can do that.
    – Nishara Kavindi
    Nov 12 at 16:52










4




4




Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
– bradrn
Nov 11 at 6:41




Try listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!
– bradrn
Nov 11 at 6:41












It worked. Thank you
– Nishara Kavindi
Nov 11 at 6:49




It worked. Thank you
– Nishara Kavindi
Nov 11 at 6:49




2




2




To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
– chi
Nov 11 at 8:12




To ease testing you can define and use some auxiliary conversion function like fromList = foldr Cons Nil and then write listLength (fromList [1,7,2,5])). In this way you can convert standard lists to your lists before testing, and avoid to type all the Conses.
– chi
Nov 11 at 8:12




1




1




@Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
– bradrn
Nov 11 at 8:36




@Nishara Kavindi Do you want me to turn my comment into a proper answer so this question can be marked as 'answered'?
– bradrn
Nov 11 at 8:36












@bradrn Okey.You can do that.
– Nishara Kavindi
Nov 12 at 16:52






@bradrn Okey.You can do that.
– Nishara Kavindi
Nov 12 at 16:52














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From my comment above:




Try using listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!







share|improve this answer





















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    active

    oldest

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    active

    oldest

    votes








    up vote
    0
    down vote



    accepted










    From my comment above:




    Try using listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!







    share|improve this answer

























      up vote
      0
      down vote



      accepted










      From my comment above:




      Try using listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!







      share|improve this answer























        up vote
        0
        down vote



        accepted







        up vote
        0
        down vote



        accepted






        From my comment above:




        Try using listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!







        share|improve this answer












        From my comment above:




        Try using listLength (Cons 2 (Cons 2 Nil)). The issue is that [2,3] has type [Integer], but the Cons constructor requires a second argument of type List Integer, and due to Haskell's strong typing the two types are not the same!








        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered Nov 13 at 0:12









        bradrn

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