I'm trying to create a program that prints how many smooth numbers are within an interval. A part of the code is here:
countsmooth(_, [], _, _, Count) :-
Count is 0.
countsmooth(X, [H|T], Min, Max, Count) :-
( Y is X*H,
Y =< Max
-> ( Y >= Min
-> NewX is X*H,
countsmooth(X, T, Min, Max, NCount1),
countsmooth(NewX, [H|T], Min, Max, NCount2),
Count is (1+NCount1+NCount2)
; NewX is X*H,
countsmooth(X, T, Min, Max, NCount1),
countsmooth(NewX, [H|T], Min, Max, NCount2),
Count is (NCount1+NCount2)
)
; Count is 0
).
smooth(B, I, J, Smooths) :-
( B =< 1
-> Smooths is 0
; I =:= 1
-> primes(B, FilPrimes),
countsmooth(1, Filprimes, I, J, Count),
Smooths is (1+Count)
; primes(B, FilPrimes),
countsmooth(1, Filprimes, I, J, Count),
Smooths is Count
).
There is also a predicate primes
that creates all prime numbers from 2
to B
.
For example, if B = 11
, then FilPrimes = [2,3,5,7,11]
.
When I call countsmooth
in SWI-Prolog like
?- countsmooth(1, [2,3,5,7,11,13,17,19,23], 1, 100000000, Count)
.
I get a result.
But when I call smooth
like ?- smooth(2,100,10000,Smooths).
I get the following error:
ERROR: is/2: Arguments are not sufficiently instantiated