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Yuri Sulyma's user avatar
Yuri Sulyma's user avatar
Yuri Sulyma
  • Member for 13 years, 2 months
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What intuitive notion is formalized by condensed mathematics?
I wasn't familiar with Johnstone's topological topos but yes, it's exactly that.
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What intuitive notion is formalized by condensed mathematics?
@R.vanDobbendeBruyn thanks, I was worried about that (I copied this from a document that I wrote so it's longer than an MO answer). I split the axiomatics into another answer and added some more intuition to this one.
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What intuitive notion is formalized by condensed mathematics?
@ZhenLin I've glanced at the definition but couldn't parse it right away
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Why worry about the axiom of choice?
To me, this is an argument in favor of rejecting AoC, since it isn't necessary for the things we actually care about. I could just as well say "nobody cares about the crappy set you slapped together which isn't measurable".
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