Latinum offers an AI‑driven mathematics agent, Spock, that ingests academic papers and automatically converts their results into machine‑readable, formally verified proofs. The platform provides an end‑to‑end workflow—defining problems, formalising knowledge, generating proof strategies, and verifying outcomes—and builds a collaborative library of rigorously checked proofs for frontier mathematical research.
Funding
Funding not disclosed
Founders
Product
Problem
Researchers in advanced mathematics often rely on handwritten proofs and informal publications, making it difficult to verify results, reuse prior work, and integrate findings into automated reasoning systems. This limits the speed at which new theorems can be built upon and hampers collaboration across institutions.
Solution
Latinum provides an AI‑driven mathematics agent, called Spock, that ingests academic papers and transforms their results into machine‑readable, formally verified proofs. The platform automates problem definition, knowledge formalisation, attack‑route generation, solution formalisation, and verification, producing proofs that can be directly incorporated into a growing library of verified mathematics. By partnering with universities, Latinum curates frontier domains—such as Algebraic Design Theory and combinatorial structures like Hadamard matrices—into a searchable, reusable repository. This workflow accelerates discovery by allowing researchers to build on rigorously checked results without manual formalisation effort.
Target Audience
Primary users are academic mathematicians, research labs, and university departments working on frontier mathematical problems that require rigorous, reusable proofs.
Features
- End‑to‑end pipeline that defines problems, formalises existing knowledge, generates proof strategies, and verifies outcomes automatically
- Integration with academic publications to extract definitions, theorems, and proofs for machine‑readable representation
- Generation of multiple proof attack routes, enabling exploration of alternative solution paths
- Continuous verification engine that checks each formalised proof against logical consistency and mathematical foundations
- Collaborative library that aggregates verified proofs from partner institutions, searchable by domain and structure
- API and GitHub integration for researchers to submit papers and retrieve formalised proofs programmatically