I have a guest post up over at the blog of Oxford University Press, discussing a few amusing tidbits from set theory. The post was inspired by this earlier post, in which I mentioned the bizarre criticism of set theory served up by a publisher of Christian home schooling materials.

In my new post I discuss Russell’s paradox, another classic paradox whose name I do not know. and finish with a set-theory-based “proof” that all counting numbers are interesting. (More precisely, I show that the set of boring counting numbers is empty.) Enjoy!

*Related*