Les sources de Syracuse bubblesort.pps

%% syntaxe : array bubblesort --> array2 trie par ordre croissant
%% code de Bill Casselman
%% http://www.math.ubc.ca/people/faculty/cass/graphics/text/www/
/bubblesort {
4 dict begin
   /a exch def
   /n a length 1 sub def
   n 0 gt {
      % at this point only the n+1 items in the bottom of a remain to
      % the sorted largest item in that blocks is to be moved up into
      % position n
      n {
         0 1 n 1 sub {
            /i exch def
            a i get a i 1 add get gt {
               % if a[i] > a[i+1] swap a[i] and a[i+1]
               a i 1 add
               a i get
               a i a i 1 add get
               % set new a[i] = old a[i+1]
               put
               % set new a[i+1] = old a[i]
               put
            } if
         } for
         /n n 1 sub def
      } repeat
   } if
   a
end
} def

%% syntaxe : array1 doublebubblesort --> array2 array3, array3 est
%% trie par ordre croissant et array2 correspond a la position des
%% indices de depart, ie si array1 = [3 2 4 1], alors array2 = [3 1 0 2]
%% code de Bill Casselman, modifie par jpv, 15/08/2006
%% http://www.math.ubc.ca/people/faculty/cass/graphics/text/www/
/doublebubblesort {
5 dict begin
   /table exch def
   /n table length 1 sub def
   /indices [ 0 1 n {} for ] def
   n 0 gt {
      % at this point only the n+1 items in the bottom of a remain to
      % the sorted largest item in that blocks is to be moved up into
      % position n
      n {
         0 1 n 1 sub {
            /i exch def
            table i get table i 1 add get gt {
               % if a[i] > a[i+1] swap a[i] and a[i+1]
               table i 1 add
               table i get
               table i table i 1 add get
               % set new a[i] = old a[i+1]
               put
               % set new a[i+1] = old a[i]
               put

               indices i 1 add
               indices i get
               indices i indices i 1 add get
               % set new a[i] = old a[i+1]
               put
               % set new a[i+1] = old a[i]
               put
            } if
         } for
         /n n 1 sub def
      } repeat
   } if
   indices table
end
} def



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