I am trying to implement a kind of planner that to a given integer N generates X possible plans with N actions. A action has conditions and restrictions that must be fulfilled, and a list of effects that will be applied to the current state. I implemented the predicates that check the restrictions and conditions and the one that applies the effects. This method that i created already generates a plan with the N actions, but when i press ";" in swi-prolog to see other results, i get the following error:
ERROR: Out of local stack
This is my code:
makePlan(0,_,List):- List = [].
makePlan(N,I,R):- makeSinglePlan(N,I,R).
makeSinglePlan(0, _ ,_).
makeSinglePlan(N,I,[X|LIST]):-
accao(nome : X, condicoes : Y, efeitos : Z, restricoes : W),
checkAllConditions(Y, I),
checkRestrictions(W),
applyEffects(I, Z, Current),
decrement(N, B),
list_to_set(Current, NC),
makeSinglePlan(B,NC,LIST).
decrement(N,B):- B is N-1.
This is how i call the predicate from the console, the first param is the integer N that represents the number of actions that the plans should have, the second is the initial state, and third the return value:
makePlan(2, [clear(b),on(b,a),on(a,mesa),clear(d),on(d,c),on(c,mesa)], R).´
Example of an action:
accao(nome : putOn(X,Y), %name
condicoes : [on(X,Z),clear(X),clear(Y)], %conditions
efeitos : [clear(Z),on(X,Y),-on(X,Z),clear(b)], %effects
restricoes : [(Y\==mesa),(X\==Y),(X\==Z),(Y\==Z)]) %restrictions
Auxiliar Predicates:
% 1 - conditions to be checked 2 - current state
checkAllConditions([],_).
checkAllConditions([X|T],L):- checkCond(X,L) , checkAllConditions(T,L) .
checkCond(X,[X|_]).
checkCond(X,[_|T]):-checkCond(X,T).
% 1 - restrictions to be checked
checkRestrictions([]).
checkRestrictions([X|T]):- X, checkRestrictions(T).
% 1 -current state 2 - effects to be applied 3 - result
applyEffects(L,[],L).
applyEffects(L, [-X|YTail], A):- ! ,remove(X, L, B), applyEffects(B,YTail, A).
applyEffects(L, [Y|YTail], A):- insert(Y, L, B), applyEffects(B,YTail, A).
insert(E, L1, [E|L1] ).
remove(_,[],[]).
remove(X, [X|L1], A):- !, remove(X,L1,A).
remove(X, [Y|L1], [Y|A]):- remove(X,L1,A).