Context I started teaching myself lambda calculus last night and I am trying to determine if what I understand so far is correct. Understanding SKK ...
Context I started teaching myself lambda calculus last night and I am trying to determine if what I understand so far is correct. Understanding SKK ...
I was tasked with showing that S(KK)I = K Now since S takes three arguments, I was simply stuck at the beginning not knowing how to tackle this. I ...
I am attempting to implement a simply typed lambda calculus type checker. When running sanity tests I tried typing (S K K) and my type checker throws ...
I'm having trouble converting the lambda for flip into the SKI combinators (I hope that makes sense). Here is my conversion: If I understand proper ...
Can an analog of the S combinator be expressed in Haskell using only standard functions (without defining it by equation) and without using lambda (an ...
Hello I am having trouble proving these combinators S K = K I The steps with the brackets [] are just telling you the step i am doing. For example [λ ...
Suppose there are some data types to express lambda and combinatorial terms: There is also a function to get a list of lambda term's free variables ...
I'm starting to learn lambda calculus and I need to implement I, S, K combinators in Erlang. Of course, S, K, I stands for: S = λxyz.xz(yz) K = λx ...
I am new to lambda calculus and struggling to prove the following. SKK and II are beta equivalent. where S = lambda xyz.xz(yz) K = lambda xy.x I = ...