CB: >>I happened to have had a personal intellectual history of studying
paradoxes, going back to when I heard of Russell's paradox as a
college freshman. This was before I studied dialectics , wherein
paradoxical contradiction is central. So, I was interested in the
focus on strange loops. By and large, I don't read for the writing
style of the writer. I'm not much of a reacreational reader of books.<<

I hate to be too narrow-minded, but although these have big
implications for axiomatics in mathematics (starting with 'infinite
sets', right?), what do they say about reality outside human
formulations of mathematics?  I'm not a mathematician or logician or a
philosopher of such, and the one thing I know is it is very hard to
say anything in ordinary language that satisfies them.

I don't mean pardoxical contradictions like we have been discussing, I
mean the nifty paradoxes that made Frege depressed.

But at any rate, when Hofstadter comes out with a new book that
incorporates a bunch of stuff he put into co-authored papers, you can
be sure he is going after a recreational reader--that's where the
money is. I don't like recreational reading because it hurts my eyes.

CJ

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