Provably reliable financial systems for the next generation of digital finance.
Mathematical Guarantees of Correctness: Our team specializes in formal verification methods that provide mathematical proof of correctness. We don't just test your systems, we mathematically prove they work correctly under all conditions.
We combine cutting-edge innovation with mathematical guarantees of correctness, bringing formal verification and rigorous methods to financial technology and emerging business models.
Formal verification to mathematically prove smart contracts behave correctly under all conditions. We've verified contracts worth hundreds of millions.
Pioneering blockchain protocols with next-generation consensus mechanisms and formal correctness proofs. We built the Tezos protocol from the ground up.
Formal methods to prove systems are reliable and behave as specified. Our rigorous approach ensures zero defects in critical components.
Microsecond-optimized systems with proven correctness guarantees. Delivered 20% performance improvements for Jane Street Capital while maintaining reliability.
See how we've helped fintech companies and startups succeed
Pioneered one of the first proof-of-stake blockchains, processing $250 million in ICO within weeks.
Discover how Titagone helped Jane Street achieve 20% performance gains in their high-frequency trading systems using advanced OCaml compiler optimizations.
Brought transparency to film revenue distribution with a domain-specific language for modeling complex financial cascades.
Partner with experts who deliver mathematically proven correctness and cutting-edge innovation. Contact us to discuss how we can ensure your fintech or startup project's reliability, correctness, and success through rigorous formal verification.