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: Pioneering Automated Theorem Proving with Third Wish Group

Bridging Logic and Intelligence

In the complex landscape of mathematical proofs, where precision meets innovation, Third Wish Group (TWG) and ExtensityAI are pioneering a groundbreaking approach to automated theorem proving. By combining ExtensityAI's neuro-symbolic technology with formal proof systems like Coq and Lean, this powerful collaboration is revolutionizing how mathematical truths are discovered and verified. The partnership leverages TWG's expertise in intellectual property and AI applications with ExtensityAI's cutting-edge AI architecture to create a system that's more than the sum of its parts.

A New Frontier in Mathematical Verification

Traditional theorem proving requires extensive human expertise and time. Our innovative solution merges the intuitive capabilities of AI with the precision of formal logic systems. By integrating ontologies—structured representations of mathematical knowledge—with advanced language models, we've created a system that can not only suggest mathematical proofs but also verify their correctness.

Beyond Automation

This isn't just about automating mathematical proofs; it's about augmenting human mathematical intuition. Our system helps mathematicians explore new theorems more efficiently while maintaining the rigorous standards of mathematical proof. The combination of LLMs for creative exploration and formal verification tools for accuracy creates a powerful synergy that's opening new possibilities in mathematical research.

Want to learn more about how AI can transform your mathematical and logical reasoning processes? Visit Third Wish Group's website to discover how we're shaping the future of 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

The future of AI
Available today

The future of AI
Available today

The future of AI
Available today