我正在尝试根据调用callto_status(Goal, Status)
的结果定义一个始终成功并统一Status的关系Goal
(换句话说,我想实现{{1}的简化版本) }。我的实现使用SWI的call_with_inference_limit/3
和call_with_inference_limit/3
具有相同的接口(在这种情况下也应使其起作用)。 call_with_time_limit/3
的实现不会回溯,因此我认为最好不要给人以为目标报告答案的印象。
为了便于阅读,我介绍了辅助谓词call_with_..._limit
。它处理成功和超时的情况,但否则失败。
derivable_st
主谓词环绕% if Goal succeeds, succeed with Status = true,
% if Goal times out, succeed with Status = timeout
% if Goal fails, fail
derivable_st(Goal, Status) :-
T = 10000, % set inference limit
% copy_term(Goal, G), % work on a copy of Goal, we don't want to report an answer substitution
call_with_inference_limit(G, T, R), % actual call to set inference limit
( R == !
-> Status = true % succeed deterministically, status = true
; R == true
-> Status = true % succeed non-deterministically, status = true
; ( R == inference_limit_exceeded % timeout
-> (
!, % make sure we do not backtrack after timeout
Status = timeout % status = timeout
)
; throw(unhandled_case) % this should never happen
)
).
并处理失败情况和可能引发的异常(如果有)。我们可能希望选择堆栈溢出(在推理限制过高的情况下发生),但是现在我们只报告任何异常。
derivable_st
谓词适用于一些简单的测试用例:
% if Goal succeeds, succeed with Status = true,
% if Goal times out, succeed with Status = timeout
% if Goal fails, succeed with Status = false
% if Goal throws an error, succeed with Status = exception(The_Exception)
% Goal must be sufficiently instantiated for call(Goal) but will stay unchanged
callto_status(Goal, Status) :-
catch(( derivable_st(Goal, S) % try to derive Goal
-> Status = S % in case of success / timeout, pass status on
; Status = false % in case of failure, pass failure status on, but succeed
),
Exception,
Status = exception(Exception) % wrap the exception into a status term
).
我现在的问题有点含糊:这个谓词是否符合我的要求?您是否看到任何错误/改进点?感谢您的投入!
编辑:如@false所建议,将?- callto_reif( length(N,X), Status).
Status = true.
?- callto_reif( false, Status).
Status = false.
?- callto_reif( (length(N,X), false), Status).
Status = timeout.
注释掉
答案 0 :(得分:1)
这是一个较短的解决方案:
callto_status(Goal, Status) :-
call_with_inference_limit(Goal, 10000, Status0),
(Status0 = ! -> !, Status = true; Status = Status0).
callto_status(_, false).
您会看到原始的有用之处!状态是为了避免不必要的选择点:
?- callto_status(member(X,[1,2,3]), Y).
X = 1,
Y = true
X = 2,
Y = true
X = 3,
Y = true.
?- callto_status(fail, Y).
Y = false.
您当然也可以仅将Status0 = ! -> !, Status = true
替换为Status0 = ! -> Status = true
。然后,您将始终获得剩余的选择点:
?- callto_status(member(X,[1,2,3]), Y).
X = 1,
Y = true
X = 2,
Y = true
X = 3,
Y = true
Y = false.
从问题中不清楚您到底想要什么。