IO Framework The Interior Observer Framework

The Rosetta Stone · Paper 13

Paper 13 — The Gauge Thermal Transfer Principle — Closing the 230σ T_CMB Gap with Zero New Parameters

The Gauge Thermal Transfer Principle derives the CMB temperature as 2.7253 K, just 0.33σ from FIRAS, closing the framework's 230σ raw temperature gap.

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

Short form

Paper 13 — Gauge Thermal Transfer Principle

Resolves the framework's large CMB temperature discrepancy by introducing the Gauge Thermal Transfer Principle. This principle assigns a boundary-to-bulk transfer law to conformal thermal observables in radial logarithmic coordinate and is used to lift the IO temperature prediction into agreement with the observed CMB without adding new fit parameters.

Bridge crossings

CMB Temperature GTTP Optical Transfer

This paper is grouped in the The Rosetta Stone era and kept aligned to the live bridge map terminology used across the public site.

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