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Re:Bertrand Russell’s infinite sock drawer by cuspycode on Saturday June 13, 2020 @01:07PM (#23510870)
Infinite sets are a useful abstraction, but uncountable infinities can probably be avoided since the Löwenheim-Skolem[0] theorem says that any countable first-order theory has a countable model.

[0] https://en.wikipedia.org/wiki/Löwenheim-Skolem_theorem

Re:Bertrand Russell’s infinite sock drawer by ukj on Saturday June 13, 2020 @01:24PM (#23511004)
Löwenheim-Skolem doesn't hold for higher order logics such as type theory/Lambda calculus.

Basically, it doesn't hold for any constructive logic.