This is a follow-up to a recent question.
Are there "interesting" differences between CH-mathematics and (non-CH)-mathematics? Has anybody developed mathematics with c = $\aleph_2$? $\aleph_3$? ... $\aleph_{\omega}$?
This is a follow-up to a recent question.
Are there "interesting" differences between CH-mathematics and (non-CH)-mathematics? Has anybody developed mathematics with c = $\aleph_2$? $\aleph_3$? ... $\aleph_{\omega}$?
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