Instructions to use SZLHOLDINGS/szl-formulas with libraries, inference providers, notebooks, and local apps. Follow these links to get started.
- Libraries
- Kernels
How to use SZLHOLDINGS/szl-formulas with Kernels:
# !pip install kernels from kernels import get_kernel kernel = get_kernel("SZLHOLDINGS/szl-formulas") - Notebooks
- Google Colab
- Kaggle
Operational (MEASURED laptop-Blackwell)
STATUS: tests PASS.
get_kernelimport-LIVE. Unsloth/LoRA is the wrong tool. Receipted kernels, not silent CUDA.
| Thing | Label | Method / N / date / what-NOT |
|---|---|---|
tests (PYTHONPATH=torch-ext) |
PASS | MEASURED 2026-08-29T15:52:52Z host betterwithage Windows-10-10.0.26200-SP0. torch 2.10.0+cu128. GPU NVIDIA GeForce RTX 5050 Laptop GPU arch Blackwell. pytest 19 passed in 0.04s. Failed nodes: none. What-NOT: not a leaderboard. torch.compile fullgraph failures on Windows Blackwell (cl is not found) are MEASURED, not hidden. |
Kernel Hub get_kernel |
import-LIVE | kernels 0.16.1. Default: get_kernel("SZLHOLDINGS/szl-formulas", revision="main", trust_remote_code=True) → True. backend="cpu" → True. trust_remote_code=False → ValueError (SZLHOLDINGS is not a trusted publisher). repo_type=kernel required (kernels 0.16). What-NOT: not a weight load; do not pickle/joblib.load. |
| formula-tax | ADVISORY | locked-8 F1 F4 F7 F11 F12 F18 F19 F22. registry_count=21. Λ geomean 1.0. uniqueness Conjecture 1 (never a theorem). |
| I1–I8 | catalog | I1 receipt-chain-continuity; I2 ledger-failure-shape; I3 served-run-has-model; I4 signed-columns-atomic; I5 loop-steps-positive; I6 receipt-ed25519-verify; I7 receipt-columns-consistent; I8 flywheel-lineage. Executed by SZLHOLDINGS/szl-invariants. Statuses never coerced. Λ untouched. |
| CUDA speedup / tokens/s / joules | UNAVAILABLE | Not claimed. Receipted kernels, not silent CUDA. |
GitHub source: szl-holdings/szl-formulas @ 977f344ccf248b55299a623d91db162f266eda29. Artifacts: BENCH.laptop-blackwell.json, OPERATIONAL.json.
from kernels import get_kernel
k = get_kernel("SZLHOLDINGS/szl-formulas", revision="main", trust_remote_code=True)
szl-formulas
Software kernel for SZL formula composition. Not a model. No weights.
IS: a pure-Python, stdlib-only governance kernel — offline replay of the 21 canonical formulas plus the governed-loop composer. Public surface includes registry_count(), lambda_aggregate, LOCKED_PROVEN_FORMULA_IDS, run_governed_loop, PROOF_STATUS (mirrored verbatim).
IS NOT: trained weights, LoRA, GGUF, .pt, or a classifier. Hub model.joblib is QUARANTINED executable serialization (and is not on this tree) — do not joblib.load it. Not a CUDA/Triton speedup. Not lutar-lean and not the TypeScript ouroboros product.
Canonical GitHub source: https://github.com/szl-holdings/szl-formulas
Hub package: https://huggingface.co/kernels/SZLHOLDINGS/szl-formulas
This model-type repo is the publish / card mirror. Apache-2.0.
<!-- SZL-ATELIER-CUT:v1:START -->
## The cut
Papers have appendices. We have a kernel of formulas whose sorry-count is public (Doctrine v11: 749 / 14 / 163).
A formula registry that cannot drift from the Lean tree.
### Silhouette → leave → SZL
| Leader | Take, then tweak |
|---|---|
| Anthropic | Written principles, but ours compile. |
| NVIDIA | Recipe as code. |
| Unsloth | No. |
Nobody else ships this combination. That is the point of a one-of-one.
## Intended use
Import formulas. Check proof-status before citing.
## Limitations
- Λ uniqueness is Conjecture 1 — NOT a theorem.
Canonical GitHub: [`szl-holdings/szl-formulas`](https://github.com/szl-holdings/szl-formulas/blob/main/README.md)
<!-- SZL-ATELIER-CUT:v1:END -->
from kernels import get_kernel
fx = get_kernel("SZLHOLDINGS/szl-formulas", revision="main", trust_remote_code=True)
print(fx.registry_count()) # 21
print(sorted(fx.LOCKED_PROVEN_FORMULA_IDS)) # exactly 8 F-ids
chain = fx.run_governed_loop([
{"formula_name": "lambda_bounded", "args": [[0.9, 0.8, 0.95]]},
{"formula_name": "reed_solomon_singleton", "args": [255, 223]},
])
print(chain["replay_ok"], chain["lambda_label"]) # True, ADVISORY (Conjecture 1)
Proof honesty: per-formula PROOF_STATUS is PROVEN / AXIOM / SORRY / CONJECTURE copied verbatim — that is not membership in the locked-proven set. Locked-proven is exactly 8: {F1, F4, F7, F11, F12, F18, F19, F22}. The F-number mapping onto these 21 registry names is UNKNOWN — never fabricated.
| Claim | Label |
|---|---|
| Source on GitHub | REACHABLE |
| CUDA benches | UNAVAILABLE |
| Weights | not applicable |
| Λ | Conjecture 1 (advisory, never a theorem) |
Doctrine v11. Copyright 2026 SZL Holdings · Stephen P. Lutar · ORCID 0009-0001-0110-4173.
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