Software you can prove is correct.

Awkronos builds formally verified algorithms, open standards for AI agent data, and mathematical infrastructure. Every claim is machine-checked.

Open standards and verified infrastructure.

Deep expertise across three mathematical domains.

We don't just use proof assistants. We build the infrastructure they depend on.

Number Theory

Tate modules, Galois representations, modular forms, level lowering, isogeny bounds. Infrastructure not available in Mathlib.

Computational Complexity

Circuit lower bounds, Karchmer-Wigderson, Smolensky degree reduction. First formalizations in Lean 4.

Mathematical Physics

Division algebras, G2 exceptional groups, gauge theory from octonion automorphisms. Novel verified results.

Lean 4 Engineering

Tactic development, Mathlib contributions, proof automation, large-scale formalization project management.

AI Agent Infrastructure

Open standards for agent data portability. Solid Protocol, W3C DIDs, provenance chains, model context protocol.

IP & Licensing

Patent-protected verified algorithms for safety-critical deployments in defense, aerospace, and autonomous systems.

Tim Jacoby

Previously Engineering Director at Meta, where I led the team that shipped Meta Ray-Ban Display and built the avatar system for the metaverse platform. I spent a decade building products at the intersection of hardware, software, and human experience.

Now I apply that same discipline to mathematics. Awkronos builds formally verified software in Lean 4, the proof assistant behind Mathlib and the Fields Medal formalization programs. We also develop open standards like the Agent Data Pod to give users control of their AI agent data.

If your organization needs software it can trust completely, I'd like to help.

Portrait of Tim Jacoby
AI Safety Defense & Aerospace Cryptography & ZK Autonomous Systems Scientific Computing Proof Automation