Cite as:
Lambda calculus to chemlambda.
© Marius Buliga
(2019-2021), https://mbuliga.github.io/quinegraphs/lambda2mol.html
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omega combinator
4 omega combinator
ackermann_2_2
ackermann_3_2
omega from S,I combinators
Y combinator applied to id
the predecessor
SKK
5 X 5 = (\m.(\n.(\f.(m (n f))))) 5 5
5 X 5 = (\m.(\n.((m (PLUS n)) 0))) 5 5, with PLUS = (\m.(\n.((m SUCC) n)))
(\a.a a)(\x.((\b.b b)(\y.y x)))
λ>mol
(\n.(\f.(\x.(((n (\g.(\h.(h (g f))))) (\u.x)) (\u.u))))) (((\b.(\e.(e b))) (\f.(\x.(f (f (f x)))))) (\f.(\x.(f(f (f (f x)))))))
mol>λ
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