4 ms·
Joe was arguing that the restatement of the CH was incorrect, not that CH Has/hasn't been solved. And on your point, Z=L is not a widely accepted axiom. Per wi
by kss238 8y ago
Joe was arguing that the restatement of the CH was incorrect, not that CH Has/hasn't been solved.
And on your point, Z=L is not a widely accepted axiom. Per wiki,
>Although the axiom of constructibility does resolve many set-theoretic questions, it is not typically accepted as an axiom for set theory in the same way as the ZFC axioms.
- deleted 8y ago[deleted]