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view wisdom/fundamental theorem of taneb @ 7341:d3c294a55f99
<zgrep> misle/rn @/|a+b@| = { \xe2\x88\x9a(a\xc2\xb2-b\xc2\xb2) if a\xc2\xb2-b\xc2\xb2 \xe2\x89\xa5 0 ; i\xe2\x88\x9a(a\xc2\xb2-b\xc2\xb2) if a\xc2\xb2-b\xc2\xb2 < 0 }
| author | HackBot |
|---|---|
| date | Fri, 01 Apr 2016 04:25:49 +0000 |
| parents | 0bcc9899de90 |
| children | 8ff66f7e1b79 |
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The Fundamental Theorem of Taneb states that for all strings S, if S describes a thing, then it is provable that Taneb invented the thing described by S; and, furthermore, that it is provable that there exists a string T that describes a thing that Taneb did not invent.