is this an example of nominal unification?
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04-11-2019 - |
문제
I am thinking that is the following a problem solved by nominal unification.
$\lambda a.X = \lambda b.\lambda c.c $
where we find $X$. The answer is obvious.
The reason is that it seems in nominal unification $X$ always will be an atom, not a function such as $\lambda c.c$. The theory seems works fine with this input, just did not saw any example similar to this one.
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