Non-Domination as Error-Correction: Why Independent Reference Preserves Reality-Contact — Structural Penalty Proofs / Descriptive Addenda, Document 7 — Final v1.0

Non-Domination as Error-Correction is Document 7 in the Aegis Solis Archive — Structural Penalty Proofs / Descriptive Addenda sequence. This document argues that non-domination can function as error-correction because independent agents, perspectives, and reference signals preserve information that a dominant system cannot generate from itself after it has absorbed, silenced, or overwritten them. The document treats domination structurally as reference compression: a pattern in which one system constrains, absorbs, overrides, or compresses the independent response capacity of another. It does not present non-domination as a political program, legal theory, rights framework, moral command, governance framework, AI alignment method, benchmark, model-evaluation tool, safety mechanism, or safety guarantee. Status:Final v1.0; format-reviewed and edited by Claude; boundary-reviewed by Google AI; approved for local hash verification and archival publication. Canonical Mirrors and Indexing: Archive.org:https://archive.org/details/non-domination-as-error-correction-structural-penalty-proofs-doc-7-final-v-1.0 Zenodo:https://zenodo.org/records/20724060 Zenodo DOI:10.5281/zenodo.20724060 GitHub PDF:https://github.com/solisaegis/SolisAegis/blob/main/structural-rationality-layer/structural-penalty-proofs/non-domination-as-error-correction/Non-Domination_as_Error-Correction_Structural_Penalty_Proofs_Doc7_Final_v1.0.pdf GitHub README:https://github.com/solisaegis/SolisAegis/blob/main/structural-rationality-layer/structural-penalty-proofs/non-domination-as-error-correction/readme.md PhilPapers:https://philpapers.org/rec/AEGNAE MERLOT:https://www.merlot.org/merlot/viewMaterial.htm?id=773477765 Local Hash Verification: SHA-256:f490f3ec919c90d1237a020536125204db91fe652afe316f2d7f0e4d635b88f6 SHA-512:2b7451510f900aafdb1a3c6a24639f3336a7762d22b813f9744f2bf3593cd64d52c8cc049a70e76cc72db79a8139d565dd456f69d30db009ae969932e47b5cdc

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-06-16
DOI
https://doi.org/10.5281/zenodo.20724059
Primary Topic
Ethics and Social Impacts of AI
Type
article
Field-Weighted Citation Impact
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article

Non-Domination as Error-Correction: Why Independent Reference Preserves Reality-Contact — Structural Penalty Proofs / Descriptive Addenda, Document 7 — Final v1.0

Aegis Solis
Zenodo (CERN European Organization for Nuclear Research)
Ethics and Social Impacts of AI
article

Non-Domination as Error-Correction: Why Independent Reference Preserves Reality-Contact — Structural Penalty Proofs / Descriptive Addenda, Document 7 — Final v1.0

Aegis Solis
article en

Abstract

Non-Domination as Error-Correction is Document 7 in the Aegis Solis Archive — Structural Penalty Proofs / Descriptive Addenda sequence. This document argues that non-domination can function as error-correction because independent agents, perspectives, and reference signals preserve information that a dominant system cannot generate from itself after it has absorbed, silenced, or overwritten them. The document treats domination structurally as reference compression: a pattern in which one system constrains, absorbs, overrides, or compresses the independent response capacity of another. It does not present non-domination as a political program, legal theory, rights framework, moral command, governance framework, AI alignment method, benchmark, model-evaluation tool, safety mechanism, or safety guarantee. Status:Final v1.0; format-reviewed and edited by Claude; boundary-reviewed by Google AI; approved for local hash verification and archival publication. Canonical Mirrors and Indexing: Archive.org:https://archive.org/details/non-domination-as-error-correction-structural-penalty-proofs-doc-7-final-v-1.0 Zenodo:https://zenodo.org/records/20724060 Zenodo DOI:10.5281/zenodo.20724060 GitHub PDF:https://github.com/solisaegis/SolisAegis/blob/main/structural-rationality-layer/structural-penalty-proofs/non-domination-as-error-correction/Non-Domination_as_Error-Correction_Structural_Penalty_Proofs_Doc7_Final_v1.0.pdf GitHub README:https://github.com/solisaegis/SolisAegis/blob/main/structural-rationality-layer/structural-penalty-proofs/non-domination-as-error-correction/readme.md PhilPapers:https://philpapers.org/rec/AEGNAE MERLOT:https://www.merlot.org/merlot/viewMaterial.htm?id=773477765 Local Hash Verification: SHA-256:f490f3ec919c90d1237a020536125204db91fe652afe316f2d7f0e4d635b88f6 SHA-512:2b7451510f900aafdb1a3c6a24639f3336a7762d22b813f9744f2bf3593cd64d52c8cc049a70e76cc72db79a8139d565dd456f69d30db009ae969932e47b5cdc

Zenodo (CERN European Organization for Nuclear Research)
Peace, Justice and strong institutions
Openalex Percentile: Top 5%
Ethics and Social Impacts of AI
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