Description:
It is shown that \(C(\infty ,\lt \aleph _{\alpha }) \rightarrow C(\infty ,\aleph _{\alpha })\)is not a theorem of \(ZF\) for regular \(\aleph _{\alpha }\)...
Content:
In Pincus [1977a] it is shown that \(C(\infty ,\lt \aleph _{\alpha }) \rightarrow C(\infty ,\aleph _{\alpha })\)is not a theorem of \(ZF\) for regular \(\aleph _{\alpha }\). For singular \(\aleph_{\alpha}\) the question is open.
Howard-Rubin number: 74
Type: Result
Back