[20] Josef Urban - Deductive and Inductive Reasoning in Large Libraries of Formalized Mathematics
The Thesis Review
Exploring Formalization in Mathematics
This chapter discusses the Mizar system and its significance in formalizing mathematics through automated proofs, alongside the speaker's experiences with IMPS. It highlights the historical context of the QED project, the evolution of automated theorem proving, and the contrast between different approaches in AI. The conversation emphasizes the challenges and motivations behind formalization, reflecting on its implications for the future of mathematical practice.
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