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Lambda calculus normalization
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I'm trying to understand how this should be normalized: (λx. λy. x y y) (λx. λy. x + y) 5 Where I'm getting stuck is the "x y y" part. Are both of the y's bound? Is one unbound?
Great Scott, more satanic math. Have this. 5 y^2 (x λ) . (y λ) . x (y + (x λ) . (y λ) . x)
What is that?
That is the result.
That's not any kind of format that makes sense to me. In lambda calculus, you can't have λ without a variable after it.
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I'm getting this but I'm not sure if it's right: (λ x. λ y. x y y) (λ x. λ y. x + y) 5 --> (λ x. λ y. x y y) (λ y. 5 + y) --> (λ x. λ z. x z z) (λ y. 5 + y) --> (λ z. (λ y. 5 + y) z z) --> (λ z. 5 + z z)
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