我正在进行一项任务,我已经为前缀表示法算术语言创建了一个解析器。我需要编写一个谓词,它为任何给定的值V建立一个ast(即生成一个A,这样无论何时A被评估,它的值都是V)。我的想法很简单:
genAst(Val, Env, Ast) :-
ev(Ast, Env, Val).
其中ev是evaluate-predicate。当我运行这个时,我得到关于ev-predicate的这一部分的标题错误:
ev(xer_(power(N)), Env, V) :-
integer(N),
V is Env^N. %THIS LINE
其中V和N都是未绑定的。我正在努力想到另一种优雅的方法来做到这一点,有谁知道如何让prolog为这两个变量生成整数?
我希望这是可以理解的:)
答案 0 :(得分:2)
使用library(clpfd)
。它包含这种功能。只要您不需要它们,就没有必要生成具体的值!
?- X #= Y^Z.
Y^Z#=X.
?- X #= Y^Z, [Y,Z]ins 1..3.
Y^Z#=X,
Y in 1..3,
Z in 1..3.
?- X #= Y^Z, [Y,Z]ins 1..3, labeling([], [Y,Z]).
X = Y, Y = Z, Z = 1 ;
X = Y, Y = 1,
Z = 2 ;
X = Y, Y = 1,
Z = 3 ;
X = Y, Y = 2,
Z = 1 ;
X = 4,
Y = Z, Z = 2 ;
X = 8,
Y = 2,
Z = 3 ;
X = Y, Y = 3,
Z = 1 ;
X = 9,
Y = 3,
Z = 2 ;
X = 27,
Y = Z, Z = 3.
答案 1 :(得分:0)
正如所提出的那样,你的问题似乎无法解决,那么我认为我会以不同的方式处理整个问题,生成所有 AST,最多可达一个令牌数。
genAst(Val, Env, Ast) :-
length(Tokens, N),
(N > 10, !, fail ; true),
phrase(sum(Ast), Tokens),
ev(Ast, Env, Val).
sum(sum(A,B)) --> [+], mul(A), sum(B).
sum(N) --> mul(N).
mul(mul(N,X)) --> [*], xer(X), num(N).
mul(N) --> xer(N).
xer(exp(x,N)) --> [^,x], num(N).
xer(var(x)) --> [x].
xer(N) --> num(N).
%num(num(X)) --> [X], {var(X) -> between(1,9,X) ; integer(X)}.
num(num(X)) --> [X], {X=2;X=3}.
产量
?- genAst(6,2,A).
A = sum(num(3), num(3)) ;
A = mul(num(3), var(x)) ;
A = mul(num(3), num(2)) ;
A = mul(num(2), num(3)) ;
A = sum(mul(num(2), var(x)), var(x)) ;
A = sum(mul(num(2), var(x)), num(2)) ;
A = sum(mul(num(2), num(2)), var(x)) ;
A = sum(mul(num(2), num(2)), num(2)) ;
A = sum(exp(x, num(2)), var(x)) ;
A = sum(exp(x, num(2)), num(2)) ;
A = sum(var(x), sum(var(x), var(x))) ;
A = sum(var(x), sum(var(x), num(2))) ;
A = sum(var(x), sum(num(2), var(x))) ;
A = sum(var(x), sum(num(2), num(2))) ;
A = sum(var(x), mul(num(2), var(x))) ;
A = sum(var(x), mul(num(2), num(2))) ;
A = sum(var(x), exp(x, num(2))) ;
A = sum(num(2), sum(var(x), var(x))) ;
A = sum(num(2), sum(var(x), num(2))) ;
A = sum(num(2), sum(num(2), var(x))) ;
A = sum(num(2), sum(num(2), num(2))) ;
A = sum(num(2), mul(num(2), var(x))) ;
A = sum(num(2), mul(num(2), num(2))) ;
A = sum(num(2), exp(x, num(2))) ;
false.
由于正确的递归非终端和// 1
,因此需要限制此DCG中输入的长度