Re: [eclipse-clp-users] List to arrays

From: Annick Fron <list_at_...407...>
Date: Tue, 28 Jun 2016 16:04:13 +0200
Hi,


	I have made progress in my program.
I have almost a solution, but I would need to use :

alldifferent_matrix on the columns, but I can’t find what type is expected.


Regards
Annick Fron

:-lib(ic).
:-lib(ic_global).
:-lib(listut).
:-lib(lists).
:-lib(arrays).
:- lib(matrix_util).
:- import sequence/4 from ic_global_gac.
:- import alldifferent_matrix/1 from ic_global_gac.


essai(N,Span,Cols,Rows) :-

   Nb is (N*(N-1)//2),
   matrix(Nb,N,Rows,Cols),

   (foreach(XList,Cols),param(Span) do
       array_list(X,XList),
       dim(X,[Nb]),
       X #::0..1,
       sequence(0,1,Span,X)
   ),

   (foreach(RowList,Rows),param(N) do
       array_list(Row,RowList),
           dim(Row,[N]),
           Row #:: 0..1,
           sum(Row[1..N]) #= 2

   ),
   (foreach(RowList,Rows),param(N) do
   array_list(Row,RowList),
   labeling(Row))
.
Le 22 juin 2016 à 13:43, Joachim Schimpf <jschimpf@...311...> a écrit :

> On 22/06/16 11:19, Annick Fron wrote:
>> Hi,
>> 
>> I have a small program like this (see below). I want to generate a
>> permutationof all matches, and put a sequence constraints on the
>> columns, but I am not able to transform the generated list into an
>> array,
> 
> To convert a list to an array, use
> http://eclipseclp.org/doc/bips/kernel/termmanip/array_list-2.html
> 
> In your program, you know the list length in advance, so you could
> also avoid the list completely, create an array in advance (dim/2)
> and then fill in the elements.
> 
> 
>> 	... and I get into infinite loops when I ask:
>> listeDesMatches(Liste,7), X is Liste[2].
> 
> The infinite loops happen when you backtrack into listeDesMatches/2.
> They are caused by your predicates with the pattern
> 
>     p(N,N).
>     p(I,N) :- I1 is I+1, p(I1,N).
> 
> You can either add the missing logical condition I<N, i.e.
> 
>     p(N,N).
>     p(I,N) :- I<N, I1 is I+1, p(I1,N).
> 
> or, more efficiently, use
> 
>     p(I,N) :-
>         ( I<N ->
>             I1 is I+1, p(I1,N)
>         ;
>             true
>         ).
> 
> 
>> What should I do ?
> 
> Here is a different way to make the kind of list you want:
> 
>     listeDesMatches(Rows, N) :-
>         findall(Row, (
>             dim(Row,[N]),
>             Row #:: 0..1,
>             sum(Row[1..N]) #= 2,
>             labeling(Row)
>         ), Rows).
> 
> 
> -- Joachim
> 
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Received on Tue Jun 28 2016 - 14:04:22 CEST

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