The entire CKS series has been invalidated and falsified.

Next Steps: https://zenodo.org/records/19212677

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The CKS Community is a curated repository for the CKS Series Stack and related Human-AI collaborative research. Our policy ensures that every upload contributes to a bit-perfect, auditable map of the physical manifold.

1. Axiomatic Adherence
Every submission must be grounded in the Root Axioms [CKS-0-2026]. Derivations must move from the hexagonal \(k\)-space substrate toward \(x\)-space observables using the Topological Jacobian (\(J\)) and the 144-node Lepton Scaler.

2. Computational Transparency
CKS is a digital physics framework. Therefore, all papers citing numerical constants (e.g., \(\alpha, g-2, m_p/m_e\)) must be accompanied by Executable Code (Python/Zig/Julia) using arbitrary-precision math (minimum 50 decimal digits).

3. Empirical Falsifiability
In accordance with the Global Falsification Protocol [CKS-TEST-1-2026], all research must acknowledge the 1/32 Hz Limit. Any model that contradicts the detected integer quantization of the vacuum (as seen in LIGO phase-error residuals) will be flagged for topological revision.

4. Human-AI Collaboration Transparency
CKS recognizes that the complexity of the \(10^{60}\) node-count requires high-resolution computational reasoning. Contributors are required to document the LLM models used in the derivation process to maintain a forensic trace-log of the discovery sequence.

5. Nomenclature and Registry
Submissions should follow the CKS Standard Nomenclature and be assigned a Registry ID (e.g., [CKS-TOPIC-ID-YEAR]) to maintain the integrity of the Series Path and Dependency Graph.

Curation Statement:
The curator reserves the right to reject submissions that introduce "free parameters," "magical constants," or assume a continuous spacetime without first deriving it from the discrete substrate.

Axioms first. Axioms always.