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Am 16.08.2024 um 01:35 schrieb Chris M. Thomasson:Actually, we see/know that there is a "diagonal" of a unit square, but its length and and the length 1 are "incommensurable".On 8/15/2024 3:59 PM, Moebius wrote:Right. In the context of geometry [...]Am 16.08.2024 um 00:51 schrieb Jim Burns:>On 8/15/2024 3:37 PM, Moebius wrote:>Am 15.08.2024 um 21:28 schrieb Jim Burns:>>Defining ⅟𝔊 to be the smallest unit fraction>
isn't a claim that ⅟𝔊 exists.
You need an existence proof [...]
BEFORE stating a/the proper definition.
Proving that [a unique] mimsy borogove exist[s]
before defining [the] mimsy borogove
seems like a pretty steep hill to climb.
No mater what you think, in math we HAVE TO climb this hill, and we do.
>That's a hill which I doubt we need to climb.>
Fuck you, asshole. Want't to be the the next crank in sci.math? (After all the other cranks have left?)
Wrt sqrt(2), afaict anytime we create a unit square, we have the sqrt(2) in all of its irrational infinite glory as a diagonal.
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