如果我们在Eclipse CLP中有两个目标函数,即Cost1
比Cost2
更重要,那么是否正确?
minimize(minimize(labeling(Vars), Cost1), Costs2).
答案 0 :(得分:1)
是的,只要您告诉内部最小化函数来计算所有最优解,而不仅仅是第一个解(使用minimize
的{{3}}变体),就可以了:
:- lib(ic).
:- lib(branch_and_bound).
minmin(X, Y) :-
[X,Y] #:: 1..4,
Cost1 #= -2*X,
Cost2 #= -Y,
bb_min(
bb_min(
labeling([X,Y]),
Cost1,
bb_options{solutions:all}
),
Cost2,
bb_options{solutions:one}
).
操作行为是首先最小化Cost1
(忽略Cost2
),然后最小化Cost2
(最小固定Cost1
):
?- minmin(X, Y).
Found a solution with cost -2
Found a solution with cost -4
Found a solution with cost -6
Found a solution with cost -8
Found a solution with cost -1
Found a solution with cost -2
Found a solution with cost -3
Found a solution with cost -4
X = 4
Y = 4
Yes (0.00s cpu)