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by mturmon
4156 days ago
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I can't be sure from such a short reply, but in this glib statement, and the one you made above, you seem to be unaware of the very real consequences of the Godel Incompleteness Theorem. This is what @coldtea is referring to. In short: even for a relatively easy-to-quantify universe of discourse like Mathematics, this theorem implies that (of necessity) some propositions will not be provably true or false, or that the system will contain a contradiction. You have a choice of either incompleteness or contradiction (incompleteness seems better). That's for Mathematics. Now, consider physics, biology, or sociology. And more important, consider that the questions present are at the frontiers, so are very much not reducible to codification. It's a real problem. If you'd ever worked on a really complex, multifaceted, end-to-end science problem (say, weather forecasting, or drug design), you'd have a little more humility. |
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Can you think of an idea that cannot be represented as true, false, or unknown? Now consider a hypothesis. I'm not saying it would be simple or easy, just possible and preferable to the present system.
As far as my apparent lack of humility: in the interest of not wasting your time or my own, I've truncated my correspondence. From now on, just imagine that all my posts are prefixed with a paragraph in which I grovel before the throne of scientific greatness.