Given a r.e set A, is any subset of A: A', also r.e.? Why?
I'm pretty sure the answer is yes, but I can't find any viable proof around the internet.
Given a r.e set A, is any subset of A: A', also r.e.? Why?
I'm pretty sure the answer is yes, but I can't find any viable proof around the internet.
$\mathbb{N}$ is recursively enumerable. Is every subset of $\mathbb{N}$ recursively enumerable?