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Proof of `Bounded baselines for both actual cross orientations`

groundedproofs/Lax342547Proofs/RawBaselines.lean · lax-342547

What this proof establishes

no assumptions

Assuming the claims on the left, the claim on the right holds — checked by the archive's pipeline. Proof code is not displayed here.

Read the Lean proof on GitHub

Description

The sparse exclusions imply independence of the actual incident key spans. Their dimensions are at most twenty-eight. Admissibility is exactly the compatibility needed by the nominal baseline theorem. Apply it to both cross orientations and assemble the two full forms; each has both reciprocal rank bounds and retains every frozen entry.