作为对此提出问题的question的后续措施
返回列表中的项目计数,但是如果两个相同的项目彼此相邻,则不要增加计数。
这段代码是我使用DCG和半上下文解决此问题最接近的代码。
import QtQuick 2.12
import QtQuick.Controls 2.3
ApplicationWindow {
id: window
title: "Test"
visible: true
height: 250
width: 200
MyItem {
id: item
text: "Hello"
anchors.centerIn: parent
hightlightColor: "red"
MouseArea {
anchors.fill: parent
hoverEnabled: true
onEntered: {
item.hightlight = true;
}
}
}
}
在子句头上使用带有半上下文的DCG来解决问题的正确方法是什么?
想知道是否有可能在子句头上使用半上下文进行变化。如果可能,则需要工作示例代码,如果不能,则需要说明。
答案 0 :(得分:1)
怎么样:
:-use_module(library(clpfd)).
list([]) --> [].
list([L|Ls]) --> [L], list(Ls).
lookahead(C),[C] -->
[C].
count_dcg(N,N) --> [].
count_dcg(N0,N) --> %last item.
[_],
list(R),
{R = [], N #=N0+1}.
count_dcg(N0,N) -->
[C1],
lookahead(C1),
count_dcg(N0,N).
count_dcg(N0,N) -->
[C1],
lookahead(C2),
{
dif(C1,C2),
N1 #= N0 + 1
},
count_dcg(N1,N).
count(L,N) :-
phrase(count_dcg(0,N),L).
答案 1 :(得分:1)
我认为这正确使用了半上下文表示法。我正在使用0,s(0),...
% Constraint Logic Programming
:- use_module(library(dif)). % Sound inequality
:- use_module(library(clpfd)). % Finite domain constraints
list([]) --> [].
list([L|Ls]) --> [L], list(Ls).
state(S), [state(S)] --> [state(S)].
state(S, s(S)), [state(s(S))] --> [state(S)].
keep_state(S,I),[state(S)] --> [state(S)],[I].
end_state(S) -->[state(S)],[].
lookahead(C),[S,C] -->
[S,C].
count_dcg(S,S) -->
state(S), %might not need this
end_state(S).
/* Can be used get the length of a list
count_dcg(S,S2) -->
state(S,S1),
keep_state(S1,_),
count_dcg(S1,S2),
{}.
*/
%last item.
count_dcg(S,S1) -->
state(S,S1),
keep_state(S1,_C),
list(R),
{R = [state(_)]}.
%Two the same dont increase state
count_dcg(S,S1) -->
state(S), %might not need this
keep_state(S,C1),
lookahead(C1),
count_dcg(S,S1).
%Two different increase state
count_dcg(S,S2) -->
state(S,S1),
keep_state(S1,C1),
lookahead(C2),
{
dif(C1,C2)
},
count_dcg(S1,S2).
count(L,S) :-
phrase(count_dcg(0,S),[state(0)|L]).
在某些情况下,效果不如我希望的那样
65 ?- count([a,b,X,c],L).
X = b,
L = s(s(s(0))) ;
;
X = c,
L = s(s(s(0))) .
您可以使用以下方法转换Peano:
natsx_int(0, 0).
natsx_int(s(N), I1) :-
I1 #> 0,
I2 #= I1 - 1,
natsx_int(N, I2).
或者您可以更改状态谓词:
state(S), [state(S)] --> [state(S)].
state(S, S2), [state(S2)] --> [state(S)],{S2#=S+1}.