I need some explaination about arguements assignment

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I need some explaination about arguements assignment

aria2end
This post was updated on .
Hello, I am new to smalltalk and I would really appreciate your help so I can better use and understand Pharo.

So here is the problem, I wanted to implement a function to get the value of my tree struct nodes in a recursive manner and I wanted to concatenate them to a String ( aText ) and later show them on the Transcript.


showLists
        | aText |
         aText  :=  lol level,  (String with: Character cr).
        self recursiveShowLists: lol withText: aText tabsNumber: 1.




recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
        | counter index |
        aLoL lols isEmpty
                ifFalse: [
                        counter := 1.
                        [ counter <= aNumb ]
                                whileTrue: [
                                        aText := aText , (String with: Character tab).
                                        counter := counter + 1 ].
                        index := 1.
                        aNumb := aNumb + 1.
                        LoL lols do: [ :each | aText := aText , each level , (String with: Character cr) ].
                        ]



Without having the last line ( LoL lols do: ... ) everything works fine but when I include it and as soon as debugger reaches to [counter <= aNumb ] and wants to evaluate it, my arguments start to act weird. aText will become nil and aNumb will hold te value of aText!


I fixed this issue by adding another temporary variable ( copyText ) and instead of direct assignment of aText I used the copyText:



recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
        | counter index copyText |
        copyText := aText.
        aLoL lols isEmpty
                ifFalse: [
                        counter := 1.
                        [ counter <= aNumb ]
                                whileTrue: [
                                        copyText := copyText , (String with: Character tab).
                                        counter := counter + 1 ].
                        index := 1.
                        aLoL lols do: [ :each | copyText := copyText , each level , (String with: Character cr) ] ]



I really like to know the reason behind this issue,  I appreciate all the explanations.
Thanks,
Aria
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Re: I need some explaination about arguements assignment

S Krish

I am quite at loss to really understand the purpose of the code written...if you can show in some manner what are you trying to achieve some pointers can be given in the correct direction. As is I presume the code will need to rewritten completely..


On Thu, Aug 7, 2014 at 8:43 AM, aria2end <[hidden email]> wrote:
Hello, I am new to smalltalk and I would really appreciate your help so I can
better use and understand Pharo.

So here is the problem, I wanted to implement a function to get the value of
my tree struct nodes in a recursive manner and I wanted to concatenate them
to a String ( aText ) and later show them on the Transcript.


showLists
        | aText |
         aText  :=  lol level,  (String with: Character cr).
        self recursiveShowLists: lol withText: aText tabsNumber: 1.




recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
        | counter index |
        aLoL lols isEmpty
                ifFalse: [
                        counter := 1.
                        [ counter <= aNumb ]
                                whileTrue: [
                                        aText := aText , (String with:
Character tab).
                                        counter := counter + 1 ].
                        index := 1.
                        aNumb := aNumb + 1.
                        LoL lols do: [ :each | aText := aText , each level ,
(String with: Character cr) ].
                        ]



Without having the last line ( LoL lols do: ... ) everything works fine but
when I include it and as soon as debugger reaches to [counter <= aNumb ] and
wants to evaluate it, my arguments start to act weird. aText will become nil
and aNumb will hold te value of aText!


I fixed this issue by adding another temporary variable ( copyText ) and
instead of direct assignment of aText I used the copyText:



recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
        | counter index copyText |
        copyText := aText.
        aLoL lols isEmpty
                ifFalse: [
                        counter := 1.
                        [ counter <= aNumb ]
                                whileTrue: [
                                        copyText := copyText , (String with:
Character tab).
                                        counter := counter + 1 ].
                        index := 1.
                        aLoL lols do: [ :each | copyText := copyText , each
level , (String with: Character cr) ] ]



I really like to know the reason behind this issue,  I appreciate all the
explanations.
Thanks,
Aria




--
View this message in context: http://forum.world.st/I-need-some-explaination-about-arguements-assignment-tp4772102.html
Sent from the Pharo Smalltalk Users mailing list archive at Nabble.com.


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Re: I need some explaination about arguements assignment

jgfoster
In reply to this post by aria2end
Hi Aria,

Welcome to Smalltalk and Pharo. I haven’t tried executing your code but I have a couple observations. I believe that the problem is in attempting to assign to a passed-in argument. As far as I know, the following is illegal:

foo: aString
        aString := aString , ‘ bar’.

Method (and block) arguments may be sent messages, but may not be assigned. A common approach to what it appears you are doing is to use a WriteStream. For example:

startRecursion
        | stream |
        stream := WriteStream on: String new.
        self recurseOnStream: stream level: 4.
        Transcript show: stream contents.

recurseOnStream: aStream level: anInteger
        anInteger <= 0 ifTrue: [^self].
        anInteger timesRepeat: aStream tab.
        aStream nextPutAll: anInteger printString; cr.
        self recurseOnStream: aStream level: anInteger - 1.

Let us know if this helps resolve the issue.

James Foster


On Aug 6, 2014, at 8:13 PM, aria2end <[hidden email]> wrote:

> Hello, I am new to smalltalk and I would really appreciate your help so I can
> better use and understand Pharo.
>
> So here is the problem, I wanted to implement a function to get the value of
> my tree struct nodes in a recursive manner and I wanted to concatenate them
> to a String ( aText ) and later show them on the Transcript.
>
>
> showLists
>        | aText |
>         aText  :=  lol level,  (String with: Character cr).
>        self recursiveShowLists: lol withText: aText tabsNumber: 1.
>
>
>
>
> recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
>        | counter index |
>        aLoL lols isEmpty
>                ifFalse: [
>                        counter := 1.
>                        [ counter <= aNumb ]
>                                whileTrue: [
>                                        aText := aText , (String with:
> Character tab).
>                                        counter := counter + 1 ].
>                        index := 1.
>                        aNumb := aNumb + 1.
>                        LoL lols do: [ :each | aText := aText , each level ,
> (String with: Character cr) ].
>                        ]
>
>
>
> Without having the last line ( LoL lols do: ... ) everything works fine but
> when I include it and as soon as debugger reaches to [counter <= aNumb ] and
> wants to evaluate it, my arguments start to act weird. aText will become nil
> and aNumb will hold te value of aText!
>
>
> I fixed this issue by adding another temporary variable ( copyText ) and
> instead of direct assignment of aText I used the copyText:
>
>
>
> recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
>        | counter index copyText |
>        copyText := aText.
>        aLoL lols isEmpty
>                ifFalse: [
>                        counter := 1.
>                        [ counter <= aNumb ]
>                                whileTrue: [
>                                        copyText := copyText , (String with:
> Character tab).
>                                        counter := counter + 1 ].
>                        index := 1.
>                        aLoL lols do: [ :each | copyText := copyText , each
> level , (String with: Character cr) ] ]
>
>
>
> I really like to know the reason behind this issue,  I appreciate all the
> explanations.
> Thanks,
> Aria
>
>
>
>
> --
> View this message in context: http://forum.world.st/I-need-some-explaination-about-arguements-assignment-tp4772102.html
> Sent from the Pharo Smalltalk Users mailing list archive at Nabble.com.
>
>


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Re: I need some explaination about arguements assignment

aria2end
In reply to this post by S Krish
The function is not complete and it doesn't do anything. I tried to write a recursive function to get value of each node of my tree structure, put it in a String and return it in a proper format so later show it on the transcript but I couldn't never done that and now I rewritten it completely in a different way but still I cant understand what is happening here.

The line below just iterates through an OrderedCollection and concatenate each node level to aText :
LoL lols do: [ :each | aText := aText , each level , (String with: Character cr) ].

But as soon as I  include that line in my function and the debugger reaches to [ counter <= aNumb ] then I receive this error : " Error: Reading a number failed: a digit between 0 and 9 expected. ".

which is strange because I am very sure that I pass a number to aNumb but  now aNumb holds the value of aText !!

It doesn't give me any error when I copy aText value in copyText and use copyText instead of aText.

I can't see what is the problem with using aText directly.
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Re: I need some explaination about arguements assignment

HilaireFernandes
In reply to this post by aria2end
You should first take time to improve the readability of your code, do
not forget it is your own food.

What about starting something like (no idea what you want to do however):

recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
| counter index copyText |
copyText := aText.
aLoL lols ifEmpty: [^self].

aNumb timesRepeat: [copyText := copyText, (String with: Character tab)].
index := 1.
aLoL lols do: [ :each |
    copyText := copyText, each level, (String with: Character cr) ] ]

Hilaire

Le 07/08/2014 11:13, aria2end a écrit :

> Hello, I am new to smalltalk and I would really appreciate your help so I can
> better use and understand Pharo.
>
> So here is the problem, I wanted to implement a function to get the value of
> my tree struct nodes in a recursive manner and I wanted to concatenate them
> to a String ( aText ) and later show them on the Transcript.
>
>
> showLists
>          | aText |
>           aText  :=  lol level,  (String with: Character cr).
>          self recursiveShowLists: lol withText: aText tabsNumber: 1.
>
>
>
>
> recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
>          | counter index |
>          aLoL lols isEmpty
>                  ifFalse: [
>                          counter := 1.
>                          [ counter <= aNumb ]
>                                  whileTrue: [
>                                          aText := aText , (String with:
> Character tab).
>                                          counter := counter + 1 ].
>                          index := 1.
>                          aNumb := aNumb + 1.
>                          LoL lols do: [ :each | aText := aText , each level ,
> (String with: Character cr) ].
>                          ]
>
>
>
> Without having the last line ( LoL lols do: ... ) everything works fine but
> when I include it and as soon as debugger reaches to [counter <= aNumb ] and
> wants to evaluate it, my arguments start to act weird. aText will become nil
> and aNumb will hold te value of aText!
>
>
> I fixed this issue by adding another temporary variable ( copyText ) and
> instead of direct assignment of aText I used the copyText:
>
>
>
> recursiveShowLists: aLoL withText: aText tabsNumber: aNumb
>          | counter index copyText |
>          copyText := aText.
>          aLoL lols isEmpty
>                  ifFalse: [
>                          counter := 1.
>                          [ counter <= aNumb ]
>                                  whileTrue: [
>                                          copyText := copyText , (String with:
> Character tab).
>                                          counter := counter + 1 ].
>                          index := 1.
>                          aLoL lols do: [ :each | copyText := copyText , each
> level , (String with: Character cr) ] ]
>
>
>
> I really like to know the reason behind this issue,  I appreciate all the
> explanations.
> Thanks,
> Aria
>
>
>
>
> --
> View this message in context: http://forum.world.st/I-need-some-explaination-about-arguements-assignment-tp4772102.html
> Sent from the Pharo Smalltalk Users mailing list archive at Nabble.com.
>
>


--
Dr. Geo - http://drgeo.eu
iStoa - http://istao.drgeo.eu


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Re: I need some explaination about arguements assignment

aria2end
In reply to this post by jgfoster
Hi james,

Your post not only resolved the issue but also introduced me a new approach which I was looking for it.
Thank you

do you know the reason why assigning to a passed-in argument is illegal by any chance ?
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Re: I need some explaination about arguements assignment

aria2end
In reply to this post by HilaireFernandes
I wanted to make my code more readable but I just didn't know how to do that. Your code really helped me to see how this can be achieved. thanks
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Re: I need some explaination about arguements assignment

S Krish
In reply to this post by aria2end

ok something your post does bring up intrinsically not ok with Pharo, but not threatening a bug, as in normal code practice:

                   a) We should never assign values into the arguments..

On compiling ..

As I see it, the Pharo compiler makes "aText" now a temp variable of the block ( actually the while loop is not relevant .. )
The argument "aNumb" actually takes on the value of the first argument viz: of the passed aText..

It would be nicer if the compiler refuses to accept assignment to an argument of the method..

As for suggestion that you liked, I would suggest simply run through Pharo By Example first thoroughly... and then take up as much of test runs through existing applications to understand some of the concepts of how to code..


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" alt="">


On Thu, Aug 7, 2014 at 10:08 AM, aria2end <[hidden email]> wrote:
Hi james,

Your post not only resolved the issue but also introduced me a new approach
which I was looking for it.
Thank you

do you know the reason why assigning to a passed-in argument is illegal by
any chance ?



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Re: I need some explaination about arguements assignment

S Krish

See enclosed screen shot..


On Thu, Aug 7, 2014 at 11:59 AM, S Krish <[hidden email]> wrote:

ok something your post does bring up intrinsically not ok with Pharo, but not threatening a bug, as in normal code practice:

                   a) We should never assign values into the arguments..

On compiling ..

As I see it, the Pharo compiler makes "aText" now a temp variable of the block ( actually the while loop is not relevant .. )
The argument "aNumb" actually takes on the value of the first argument viz: of the passed aText..

It would be nicer if the compiler refuses to accept assignment to an argument of the method..

As for suggestion that you liked, I would suggest simply run through Pharo By Example first thoroughly... and then take up as much of test runs through existing applications to understand some of the concepts of how to code..
 



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Re: I need some explaination about arguements assignment

Clément Béra
In reply to this post by aria2end



2014-08-07 6:38 GMT+02:00 aria2end <[hidden email]>:
Hi james,

Your post not only resolved the issue but also introduced me a new approach
which I was looking for it.
Thank you

do you know the reason why assigning to a passed-in argument is illegal by
any chance ?

This is illegal because then you may lose the original argument value and the debugger does not work well any more.

Assigning to an argument should raise an error, but the new compiler does not raise it (it is a known bug). 


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Re: I need some explaination about arguements assignment

aria2end
That makes sense now. thanks.