Use Case
Automated Theorem Proving
Discover how Third Wish Group and ExtensityAI combine neuro-symbolic AI with formal proof systems to revolutionize mathematical verification.
Mathematics Meets AI: Advancing Automated Theorem Proving with Third Wish Group
In the field of mathematical proofs, Third Wish Group (TWG) and ExtensityAI are developing an approach to automated theorem proving. This involves combining ExtensityAI's neuro-symbolic technology with the Lean 4 formal proof system. The collaboration draws on TWG's experience in intellectual property and AI applications, along with ExtensityAI's AI architecture, to support theorem discovery and verification.
Traditional theorem proving often demands significant human effort and time. Our solution provides an interaction bridge between our neurosymbolic engine, powered by large language models, and the Lean 4 system. We use ontology-conditioned knowledge graphs to anchor parts of proofs, allowing the system to suggest mathematical proofs and verify their correctness.
This approach goes beyond basic automation by assisting mathematicians in exploring theorems more efficiently, while upholding the standards of formal proof. The integration of language models for exploration with formal tools for verification offers a practical way to support mathematical research.
Interested in how AI can support your mathematical and logical reasoning? Visit Third Wish Group's website to learn more about our work in automated theorem proving.
Third Wish is a platform that streamlines government-related tasks and document management through intelligent automation. The system simplifies interactions with government services by providing secure document management.
Industry
IP Protection, Science and Technology
Business needs
Validate mathematical equations
Our Solution
Automated theorem proving piipeline
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