Ulrich Scholz wrote: > > I need to sort the result of bagof/3 according to a user-supplied function. > I thought of something like the Java function "sort(List,Comparator)" in > java.util.Collections, e.g., a predicate sort/3 with > sort(+Comparator,+Random,-Sorted). I did not find anything similar in the > Referendce Manual. > > Can you suggest me some code that I could reuse? Below is a mergesort that does this. However, I want to stress that the Eclipse sorting builtins (sort/2,4, msort, keysort, etc) are significantly faster and it is often preferable to use a pattern like my_sort(Random, Sorted) :- add_keys(Random, KeyedRandom), keysort(KeyedRandom, SortedRandom), strip_keys(SortedRandom, SOrted). add_keys(SortedRandom) :- ( foreach(X,Random), foreach(K-X,KeyedRandom) do compute_user_key(X, K) ). strip_keys(Random, KeyedRandom) :- ( foreach(_-X,SortedRandom), foreach(X,Sorted) do true ). Note also that you can use sort/4 to sort on individual arguments of compound terms, and that such sorts are stable, i.e. you can use consecutive calls to sort/4 to achieve more complex ordering criteria. % merge sort taking an arbitrary comparison predicate, % whose signature must correspond to the compare/3 builtin. % % ?- predsort(compare, [8,4,6,2],L). % L = [2, 4, 6, 8] % Yes (0.00s cpu) predsort(_, [], []) :- !. predsort(_, [X], [X]) :- !. predsort(Pred, [X,Y|L], Sorted) :- halve(L, [Y|L], Front, Back), predsort(Pred, [X|Front], F), predsort(Pred, Back, B), predmerge(Pred, F, B, Sorted). halve([_,_|Count], [H|T], [H|F], B) :- !, halve(Count, T, F, B). halve(_, B, [], B). predmerge(Pred, [H1|T1], [H2|T2], [Hm|Tm]) :- !, functor(Call, Pred, 3), arg(1, Call, R), arg(2, Call, H1), arg(3, Call, H2), call(Call), ( R = (<) -> Hm = H1, predmerge(Pred, T1, [H2|T2], Tm) ; R = (>) -> Hm = H2, predmerge(Pred, [H1|T1], T2, Tm) ; Hm = H1, predmerge(Pred, T1, T2, Tm) ). predmerge(_, [], L, L) :- !. predmerge(_, L, [], L).Received on Fri Oct 27 2006 - 12:11:32 CEST
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