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nimonian
on Feb 14, 2019
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Logical difficulties in modern mathematics (2012)
What does 'in geometry' mean in this context? There are numbers which are not constructible with compass and straight-edge constructible but which are constructible by other means (e.g. 2^(1/3) is origami constructible).
umanwizard
on Feb 14, 2019
[–]
That's why I said "classical geometry" instead of just "geometry" - I meant Euclidean compass-and-straightedge.
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