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FWIW, just recently read Sagan's Contact book, and found it really disappointing in terms of fiction-writing technique. The game idea sounds more like a screen
by fche 11y ago
FWIW, just recently read Sagan's Contact book, and found it really disappointing in terms of fiction-writing technique. The game idea sounds more like a screen-saver ... alas. In his home nonfiction niche, like Cosmos, he was great.
- jordigh 11y agoReally? I love it, because it's science fiction written by an actual scientist, one who knows how scientists talk to each other and who knows what the Fourier integral theorem is. The Soviet-American politics of the time in fiction form are also pretty interesting. My only complaint was that God in the digits of pi was a stoner cop-out, but other than that, I love it. I think his depiction of what would happen to humanity if we made contact was very believable. Why are you so disappointed?
- XorNot 11y agoReally? I thought the ending was pretty great in that regard. It was a novel twist of grand revelation which I don't think I've seen used anywhere else.
- jordigh 11y agoWell, pi is almost certainly normal. That means that it stores all possible information (for example, the entire contents of the internet). We haven't proved normality of pi, but if we do, then seeing the face of God in the digits of pi is just the infinite monkey theorem. But this is mundane. You can also see them in the square root of two or in e. I get that Sagan was trying to get the "numinous", but the tiniest bit of mathematical knowledge makes pi mundane, not mystical. If you want to make me mystical with mathematics, oh boy, talk to me about the Gauss Bonnet theorem, the classification of finite simple groups, or the moonshine conjecture. But pi is pedestrian.
- XorNot 11y agoConversely he did try to cover this with the statistics - the message was found much sooner in the sequence then the statistics would dictate were it random.
- jordigh 11y agoBut we know this is false. We have computed way more pi than he knew about when he wrote that. Conversely, we also know that even with the amount of pi we have, we can already come up with any kind of pattern you could want to, by changing the base, by arranging the numbers in a different order, or by picking particular colours or whatever. In a sense, this is an application of Ramsey's theorem. We can find patterns in pi for the same reason that we can see patterns in clouds, or the Bible, or in constellations. I still think it's cheap potheaded thinking that dilutes the whole "mystery" and "numinous" edge he was going for.
- fche 11y agoI liked that it was written by a scientist. But the text was bogged down by so much science exposition that the story - characters & drama - could barely breathe. There was a paragraph of [tech] on every page.
- llanfair 11y agoI find your lack of faith disturbing.