Open-source AI security. Zero trust architecture and mathematical governance.

We build security infrastructure for teams deploying AI systems - tools that make governance native to the development process, not an afterthought.

We don't compete with AI companies. We make their deployments safer. Our tools sit at the boundaries - between your model and untrusted input, between your code and production, between your repo and your first commit. We're infrastructure, not product.

Takens' theorem for generic pairs, machine-checked. On a compact smooth d-manifold, the pairs (T, h) of a C² diffeomorphism and a C² observation whose delay map with 2d+1 coordinates is a C² embedding are open and dense in Diff²(M) × C²(M, ℝ). Also finite-regularity Sard (via a port of Moreira's theorem), exact finite-state horizons and ordinal codes. Lean 4 + Mathlib v4.34.1; no sorry, standard axioms only.

Box-counting dimension of the (u,v)-flowers, machine-checked. For 1 < u ≤ v, the Rozenfeld–Havlin–ben-Avraham flowers have dimension log(u+v)/log u: as the limit of their recurrences, as a log-ratio of the explicit graphs, and as a box-counting dimension over minimum box covers at every resolving scale. Lean 4 + Mathlib v4.34.1; no sorry, standard axioms only.

Existence theory for the Creative Determinant boundary value problem −ΔΦ = a|∇Φ| + bΦ − c(Φ₊)ᵖ. On finite weighted graphs, a positive solution is fully proved; the continuum results are conditional on explicit, documented elliptic hypotheses. Lean 4 + Mathlib v4.34.1; standard axioms only. Theory in the paper.

Deterministic input sanitization for untrusted text in LLM pipelines. Strips homoglyphs, invisible Unicode, null bytes, template injection, and path traversal vectors. Zero dependencies. Python 3.12+. Live on PyPI.

• No trackers, no analytics
• Security contact: [email protected]
• Vulnerability disclosure: projectnavi.ai/trust
• PGP key: /.well-known/pgp-key.txt (fingerprint: 402E C296 1A72 CBFF 63B8 FEE9 A42A 76A1 C696 FF08)
• Machine-readable: /.well-known/security.txt

PRs welcome. See CONTRIBUTING.md for guidelines.

Questions? [email protected] for legal questions, [email protected] for security.

Open source under MIT or Apache-2.0; each repository's LICENSE file says which. Terms & Privacy: projectnavi.ai/legal

This project is community-funded. No venture capital, no corporate sponsors shaping the roadmap.

Sponsor Project Navi on GitHub

Machine cognition, human values.

The knowledge is free, the community is open. If you wish to support our mission, buy a t-shirt. 🐘