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by presidentender 5802 days ago
I "read" this book, in that I passed my eyes over the words it contains, and mentally recreated the sounds of those words, parsed the individual sentences, and digested some of the paragraphs. It has had certain effects on my manner of thinking and acting, but it bothers me to know that there's a great deal more information in that hefty tome than I've managed to get out of it.
2 comments

The teacher of the course himself admitted he took seven years to read the thing. Assuming it's the same lectures I'm thinking of, they are available either on YouTube or iTunes U, because that's where I saw them.
Same. I read it on Eliezer Yudkowsky's recommendation, but it was too much for me. I mean, I got a couple interesting ideas out of it, but I felt like I was barely scratching the surface.

I wonder if anyone has written a good companion guide to read along with it.

It's a combination of two things: An extended musing on the nature of Godel's Incompleteness theorem, including its practical and philosophical consequences, and a series of things as jacoblyles explains in his comment.

It's an arty/fun book, I don't think it's bad, but the "mystery" you perceive at the heart of it is simply Godel's theorem, which, to be fair, like many other aspects of computer science does indeed have more application than the immediate, raw application of the proof. I suggest spending some time with one of the more formal explanations of Godel's theorem, one that is really careful to explain how the self-referential statement is really constructed.

I get Goedel's theorem, I'd like to think. I get strange loops, and how Hofstadter would have a field day with our criticism of xkcd and of xkcd's critics. I just know there's still more.
Is there more? Well, yes. I did just try to summarize the book in about 20 words.

Are you about 90% of the way through? Yes. The book is written in a style to make it have the trappings of more depth than it actually has. I actually enjoy it that way and do not mean it as a criticism. (I also enjoyed the Illuminatus! trilogy, which is self-consciously written with somewhat similar motives.) Don't undersell yourself.

It's a Dunning-Kruger trap, carefully laid in pretty prose to catch people like me. I'll never be confident that I've "finished" it. As a consequence, I'll always think Hofstadter is smarter than I am. There's evidence beyond the scope of GEB to support that, of course.
What a beautiful way of putting it!

I happened upon the book in my life precisely when it would hold the least mystery, the second year of my graduate studies in computer science. It was fun but by that point in the category of "intellectual fluff" rather than "ow my brain". While I'm sure I have not discovered every last quirky little connection in it, every last pun or every last hidden pattern, I'm also pretty sure I didn't miss any of the main points.

But he's still smarter than me. I can read that book, I could never have written that book.

True, but to say the book is just Godels theorem is underselling it. At its most clinical it is a survey of various sciences, at its essence it is an intuitive theory. The importance of Godels theorem is that an intuitive notion can be proven true in a mathematical framework, as opposed to the piles of bullshit pseudoscience new-age stuff saying Heisenburgs uncertainty principle makes everything subjective.