The Rosetta Stone · Paper 15

Paper 15 — The Rosetta Boundary Observable Theorem — Structural Derivation of Δ = x⁴(1+γ²) from Quaternionic Half-Density Carriers

Quaternionic norm, half-density carrier, and asymptotic gluing theorems derive the Rosetta identity structurally inside the framework.

If the theory is correct, the math will just work.

Short form

Paper 15 — Rosetta Boundary Observable Theorem

Derives the Rosetta identity structurally within the framework through three theorems: the Quaternionic Norm Theorem, the Half-Density Carrier Theorem, and a conformal-transgression step that supplies the x² factor. It also proves a boundary no-go theorem showing that the compactness ratio x cannot be reconstructed from local horizon data alone.

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