14min chapter

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60 - Joel David Hamkins & Graham Priest: The Liar Paradox & The Set-Theoretic Multiverse

Robinson's Podcast

CHAPTER

Exploring Different Logics in Mathematics

This chapter examines the various considerations when switching between classical and paraconsistent logics in mathematics. It compares intuitionistic and classical logics, discusses the challenges of translating paraconsistent logic, and debates the benefits of using different logics for mathematical reasoning. The speakers also touch upon mathematical pluralism, metaphysical implications, and set-theoretic multiverse in set theory.

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