Autoformalisation - Bridging the Gap Between Informal and Formal Proofs

Explore the concept of autoformalisation in mathematics through this insightful 34-minute lecture by Wenda Li at the Hausdorff Center for Mathematics. Delve into the process of bridging the gap between informal and formal proofs, gaining a deeper understanding of how mathematical reasoning can be translated from human-readable formats to machine-verifiable structures. Learn about the challenges and potential solutions in automating the formalization of mathematical proofs, and discover how this emerging field is shaping the future of mathematical research and verification.