NET-SEAM-012 — Black-Hole Information Projection Analogue

Posted by:

|

On:

|

NET-SEAM-012SOLVER_EXECUTED · EXACT_EXECUTED_PARTIAL_TRACE_WITNESSNET

SOLVER EXECUTED · ZERO RESIDUAL

context
WHAT THIS CERTIFICATE RECORDS, IN PLAIN TERMS. The problem: Black-Hole Information Projection Analogue. This is the SOLVER-EXECUTED version from the Copilot Created store, superseding the earlier scan of the same job. The classical reading projects the complete object to a report — global bipartite pure state -> exterior reduced state. The MuncyNautics Seam Recovery Method names the lost channels, keeps both arms, and reworks the governing equation — Recover the purification equivalence class of the exterior density matrix; exterior thermality alone does not recover interior-relative phase.. Falsifier: { "test": "Reconstruct both declared reports and require zero residual while witnesses remain distinct.", "result": "PASS" }. Method: Derrick E. Muncy.
job_id
NET-SEAM-012
title
Black-Hole Information Projection Analogue
source
{
  "title": "The Black Hole Information Problem",
  "url": "https://arxiv.org/abs/1609.04036"
}
governing_formulation
rho_out=Tr_in(|psi><psi|)
projection_operator
global bipartite pure state -> exterior reduced state
witness_A
[
  "(|00>+|11>)/sqrt(2)"
]
witness_B
[
  "(|00>-|11>)/sqrt(2)"
]
projected_report
[
  [
    "1/2",
    "0"
  ],
  [
    "0",
    "1/2"
  ]
]
structured_residual
[
  [
    "0",
    "0"
  ],
  [
    "0",
    "0"
  ]
]
reworked_equation
Recover the purification equivalence class of the exterior density matrix; exterior thermality alone does not recover interior-relative phase.
standing
EXACT_EXECUTED_PARTIAL_TRACE_WITNESS
scope
Two-qubit information-projection analogue; not a solution of quantum gravity.
schema
MN-RECOVERY-CERTIFICATE-1.0
author
Derrick E. Muncy
method
MuncyNautics Seam Recovery Method
precision
{
  "primary": "exact rational/symbolic arithmetic",
  "independent_check": "direct reconstruction of both projected reports"
}
correction_rule
Correction = reconstruction from the recovery: restored arguments, seats, phases and arms in the equation itself. No raw appended constants; any finite term must be derived from the recovered channels, never fitted.
phase_retained
True
reconstruction_error
0 exact
falsifier
{
  "test": "Reconstruct both declared reports and require zero residual while witnesses remain distinct.",
  "result": "PASS"
}
promotion_authority
RED
generated_utc
2026-08-30T09:58:19.218968+00:00

Posted by

in