M-zombies among us!

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M-zombies among us! Anonymous Mon Oct 16 06:09:08 2023 No.15806598 [Reply] [Original]

A mathematical zombie, or m-zombie for short, accepts all the axioms of ZFC as true, but when you say something about ZFC sets to him, he interprets it as a statement about a countable model of ZFC. Thus an m-zombie will make statements like "the reals are uncountable" but the reals as he conceives them are actually countable.

Do m-zombies exist, and if so, is there any way to distinguish them from other mathematicians?

>>	Anonymous Mon Oct 16 06:14:36 2023 No.15806605 File: 104 KB, 304x360, 1697436810745.png [View same] [iqdb] [saucenao] [google] First order logic is insufficient. Reject any set theory based on first order logic. Fuck Skolem's paradox. Embrace naive set theory. Simple as.

>>	Anonymous Mon Oct 16 06:26:10 2023 No.15806611 >>15806605 Relevant: https://youtube.com/watch?v=mhIkyqLDl9M

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/sci/ - Science & Math