- #1
ehllo_thar
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For the infinite cardinal numbers (of which there are infinitely many), do they each necessarily correspond to some set? I mean we know that aleph-naught corresponds to N, c (aleph-one by continuum hypothesis) corresponds to R, but what about all the other infinite cardinals?
Is it possible to construct a set of each of those cardinalities?
Thanks for any help you can provide.
Is it possible to construct a set of each of those cardinalities?
Thanks for any help you can provide.