Strong Gravity
Derive how infalling matter and energy divide between the Harrison Core and the surrounding gravitational or exhaust channel, including the exact nonlinear partition law.
The Problem
HGUT proposes that black-hole evolution distributes incoming matter, energy, and structural response through two coupled channels. The open task is to define those channels exactly, derive the partition law from the field equations, and determine its dependence on mass, charge, angular momentum, infall conditions, and the state of the surrounding medium.
Scientific Importance
The two-channel law controls black-hole growth, interior composition, gravitational response, information retention, possible exhaust behavior, and connections to dark-sector and cosmological claims.
Progress Ledger
A qualitative two-channel picture has been introduced.
The Harrison Core and surrounding structural response have been distinguished conceptually.
No exact branching law, conserved-flux decomposition, or validated simulation has yet been established.
Pass-or-Fail Structure
Every gate must be addressed before this problem can be considered closed. Partial success does not establish the complete identification.
Define the two physical channels in field-theoretic terms.
Derive the nonlinear fraction entering each channel.
Close energy, momentum, topology, charge, and information across both channels.
Determine dependence on spin, charge, mass, impact conditions, and environment.
Track how the distribution changes as the black hole grows or approaches equilibrium.
Derive signatures for accretion, radiation, structure, or cosmology.
Definition of Success
This problem closes only when the following conditions are satisfied together.
Both channels are defined by explicit field variables and conserved fluxes.
The partition law is derived rather than fitted.
The law is validated across controlled simulations.
All conserved quantities close across the two-channel system.
The result integrates consistently with the regular black-hole interior.
At least one quantitative observable consequence is identified.
Prerequisites
Open Collaboration
Connected Research
Strong Gravity
Determine the nonlinear interior structure of an HGUT black hole, whether functionality reaches zero, how information is preserved, and how matter and the medium evolve through saturation.
Quantum Gravity
Show that coherent topology sources emergent geometry, geometry modifies quantum evolution, both arise from one substrate, and the coupled system remains causal and conservative.
The Question Remains Open
Successful arguments, failed attempts, independent simulations, corrections, and falsifying evidence all move the research program forward.
