#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins
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A mathematical multiverse doesn’t make every claim equally valid
Hamkins explores multiple legitimate mathematical frameworks after discussing undecidable questions. That view still demands consistency, stated axioms, and valid inference within each framework. It shouldn't be stretched into proof that contradictory physical or philosophical claims are all true, because the episode concerns formal mathematical foundations.
After Poddy editorial starter Based on the episode chapter notes.
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