SECTION_DEFINITION
Clarius Trust — Cosmology Division
DOCUMENT TITLE: Information–Mass Equivalence and the Hidden Curvature
Dark matter is defined as curvature arising from sub-decoherent information density — mass-energy existing below the threshold of photonic emission.
Through Universal Math, its presence is expressed as:
where ninfo is information bits per volume and s the fourth-dimensional scale.
mI = (ħ × ninfo) / (c² × s⁴)
where ninfo is information bits per volume and s the fourth-dimensional scale.
SECTION_IDENTIFICATION
Dark matter identifies wherever informational compression exceeds decoherence, generating invisible yet measurable gravitational curvature.
Three Applied Examples
1. Galaxy Rotation: Flat velocity curves reproduced by adding mI to baryonic mass (NGC 6503 data).
2. Cluster Lensing: Lensing arcs consistent with info-field gradients without exotic particles.
3. Cosmic Web: Large-scale filament patterns emerge from distributed informational curvature.
2. Cluster Lensing: Lensing arcs consistent with info-field gradients without exotic particles.
3. Cosmic Web: Large-scale filament patterns emerge from distributed informational curvature.
SECTION_QUALIFICATION
Qualification is achieved when gravitational anomalies are resolved by informational mass alone.
The curvature obeys conservation laws and scales smoothly from subatomic to galactic levels, completing the missing term in Einstein’s tensor field.
Outcome: The invisible matter of the universe is no longer mysterious — it is the geometry of stored information acting through scale.