Answer by Noah Schweber for Gauging the "size" of measurable cardinals and...
Here's one sense in which the least measurable is much larger than the least inaccessible: Let $\kappa$ be the smallest measurable cardinal. Then the set of inaccessible cardinals $<\kappa$ has size...
View ArticleGauging the "size" of measurable cardinals and inaccessible cardinals
I have been told that measurable cardinals are much "larger" than ordinary strongly inaccessible cardinals. I have even heard that the former make the latter look "tiny" in comparison. This is...
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