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Perfect Square in Prolog

BuckGup
Go to solution Solved by elpiop,
10 hours ago, BuckGup said:

Looking for some help with a program designed to accept a list and return only the perfect squares in it. As well as return the length of the new list of how many perfect squares were found. Here is the existing code 

 


is_perfect(X) :- floor(sqrt(X))^2 =:= X.

perfect_squares([],[],0).
perfect_squares([H|T],Y,Z) :-
	is_perfect(H),
	length(Y,Z),
	append(H,Y,Y).
	perfect_squares([H|T],Y,Z) :- perfect_squares(T,Y,Z), length(Y,Z).

I can trace it in the debugger and it works properly but it's not appending to Y so it returns the length to be zero and not any of the found squares. 

I am getting a stack overflow with the code you posted. Tried to figure it out but unfortunately can't remember prolog very well lol

 

I did write a solution using findall, if that helps at all:

 

is_perfect(X) :- floor(sqrt(X))^2 =:= X.
perfect_squares([], [], 0).
perfect_squares(Lst, Bag, Count) :- findall(X, (member(X, Lst), is_perfect(X)), Bag), length(Bag,Count).

 

 

Looking for some help with a program designed to accept a list and return only the perfect squares in it. As well as return the length of the new list of how many perfect squares were found. Here is the existing code 

 

is_perfect(X) :- floor(sqrt(X))^2 =:= X.

perfect_squares([],[],0).
perfect_squares([H|T],Y,Z) :-
	is_perfect(H),
	length(Y,Z),
	append(H,Y,Y).
	perfect_squares([H|T],Y,Z) :- perfect_squares(T,Y,Z), length(Y,Z).

I can trace it in the debugger and it works properly but it's not appending to Y so it returns the length to be zero and not any of the found squares. 

ƆԀ S₱▓Ɇ▓cs: i7 6ʇɥפᴉƎ00K (4.4ghz), Asus DeLuxe X99A II, GT҉X҉1҉0҉8҉0 Zotac Amp ExTrꍟꎭe),Si6F4Gb D???????r PlatinUm, EVGA G2 Sǝʌǝᘉ5ᙣᙍᖇᓎᙎᗅᖶt, Phanteks Enthoo Primo, 3TB WD Black, 500gb 850 Evo, H100iGeeTeeX, Windows 10, K70 R̸̢̡̭͍͕̱̭̟̩̀̀̃́̃͒̈́̈́͑̑́̆͘͜ͅG̶̦̬͊́B̸͈̝̖͗̈́, G502, HyperX Cloud 2s, Asus MX34. פN∩SW∀S 960 EVO

Just keeping this here as a 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10 hours ago, BuckGup said:

Looking for some help with a program designed to accept a list and return only the perfect squares in it. As well as return the length of the new list of how many perfect squares were found. Here is the existing code 

 


is_perfect(X) :- floor(sqrt(X))^2 =:= X.

perfect_squares([],[],0).
perfect_squares([H|T],Y,Z) :-
	is_perfect(H),
	length(Y,Z),
	append(H,Y,Y).
	perfect_squares([H|T],Y,Z) :- perfect_squares(T,Y,Z), length(Y,Z).

I can trace it in the debugger and it works properly but it's not appending to Y so it returns the length to be zero and not any of the found squares. 

I am getting a stack overflow with the code you posted. Tried to figure it out but unfortunately can't remember prolog very well lol

 

I did write a solution using findall, if that helps at all:

 

is_perfect(X) :- floor(sqrt(X))^2 =:= X.
perfect_squares([], [], 0).
perfect_squares(Lst, Bag, Count) :- findall(X, (member(X, Lst), is_perfect(X)), Bag), length(Bag,Count).

 

 

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1 hour ago, elpiop said:

I am getting a stack overflow with the code you posted. Tried to figure it out but unfortunately can't remember prolog very well lol

 

I did write a solution using findall, if that helps at all:

 


is_perfect(X) :- floor(sqrt(X))^2 =:= X.
perfect_squares([], [], 0).
perfect_squares(Lst, Bag, Count) :- findall(X, (member(X, Lst), is_perfect(X)), Bag), length(Bag,Count).

 

 

I found out what was wrong with the other. I was appending a list to itself. I was thinking like += in java but in prolog it means the same as 

H = H + 1 which mathematically isn't true. It doesn't allow reassigning value to variables like that. So you need to use another list or use the pipe like [H|T] but instead to put it on like [a|T]. Thanks for the help though

ƆԀ S₱▓Ɇ▓cs: i7 6ʇɥפᴉƎ00K (4.4ghz), Asus DeLuxe X99A II, GT҉X҉1҉0҉8҉0 Zotac Amp ExTrꍟꎭe),Si6F4Gb D???????r PlatinUm, EVGA G2 Sǝʌǝᘉ5ᙣᙍᖇᓎᙎᗅᖶt, Phanteks Enthoo Primo, 3TB WD Black, 500gb 850 Evo, H100iGeeTeeX, Windows 10, K70 R̸̢̡̭͍͕̱̭̟̩̀̀̃́̃͒̈́̈́͑̑́̆͘͜ͅG̶̦̬͊́B̸͈̝̖͗̈́, G502, HyperX Cloud 2s, Asus MX34. פN∩SW∀S 960 EVO

Just keeping this here as a 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