Created
November 10, 2015 16:11
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nil = \x x | |
cons = \x \y \f f x y | |
car = \x \y x | |
cdr = \x \y y | |
true = \x \y x | |
false = \x \y y | |
if = \b \t \e b t e | |
zero = \f \x x | |
succ = \n \f \x f (n f x) | |
pred = \n \f \x n (\g \h h (g f)) (\u x) (\u u) | |
is_zero = \n n (\x false) true | |
plus = \m \n m succ n | |
c_to_n = \n n (\x +<1, x>) 0 | |
fib = \f \n \a if (is_zero n) (a car) (f f (pred n) (cons (plus (a car) ((a cdr) car)) (cons (a car) nil))) | |
print (c_to_n (fib fib (succ (succ (succ (succ zero)))) (cons (succ zero) (cons zero nil)))) |
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