Deterministic systems, verified end to end.
Alternative attention, SUBLEQ, integer computing, formal proofs and the hardware to run them, built in the open.
Featured release
New paper, with its Lean proofs and a reproducible axiom audit.
Conservation-Preserving Compilation for a 1+1D Lattice Shadow of φ⁴
Symmetries of the target Hamiltonian constrain circuit synthesis instead of filtering measured shots. Every admitted Trotter schedule is proved, in Lean 4, to commute with its mode's conserved operator, for every lattice size and every angle. Each emitted schedule carries a SHA-256 certificate.
Research highlights
Releases with published evidence you can check.
Collections
Every repository belongs to one of 10 collections.
Catalogue
All 194 repositories in one place, grouped by collection. Search by name, language or topic.
Run locally
snapkitty-merged: our merged Nemotron 4.2B as a 2.7 GB Q4_K_M GGUF with a 4,096-token context, for llama.cpp, Ollama and LM Studio.
ollama run hf.co/Snapkitty/snapkitty-merged:Q4_K_M
Upstream contributors to Agda, the dependently typed proof assistant, and LiquidHaskell, refinement types for Haskell from the UC San Diego Programming Systems group.
Commercial license
SnapKitty code is open source, primarily under AGPL-3.0; each repository states its exact license on its card. A proprietary commercial license from Snapkitty Collective LLC lets you ship SnapKitty code without the AGPL's source-sharing and network-use obligations.