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February 2, 20260 citationsOpen Access

Tier-0 Boundary Conditions for Governed Closure

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BBBecket Bedford

Key Points

  • This research aims to establish foundational boundary conditions for the governance of unagentic systems.
  • Presentation of an outside-view characterization of mathematics as a survivor class under impossibility filtration.
  • Establishment of a typing result that critiques correctness and truth as predicates for unagentic systems.
  • Introduced boundary conditions for representational closure that are independent of ontology or semantics.
  • Highlighted the need for governance over optimization in unagentic systems.

Abstract

This record bundles two Tier-0 boundary results governing representational closure for unagentic systems. Tier0Portraitᵥ1. 2. pdf presents an outside-view characterization of mathematics (and representation generally) as a survivor class under impossibility filtration, independent of ontology or semantics. TITL. pdf establishes a typing result showing that correctness and truth are not admissible predicates for unagentic systems, motivating governance over optimization. These results are non-operational and serve as boundary conditions for subsequent governance architectures.

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Cite This Study

Becket Bedford (2026) studied this question.

synapsesocial.com/papers/6980ffb4c1c9540dea812779https://doi.org/10.5281/zenodo.18451957
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