Projected Criticality Correspondence in Deficit-Fractal Governance
Year: 2026
Type: article
Abstract: This working paper develops the projection and interface layer of the Deficit-Fractal Governance framework. It explains how the finite spectral core of Paper 1 projects into companion DFG sub-theories through a four-layer architecture: fractal substrate, interaction field, spectral instability, and observable projections. The paper reformulates the historical “pentaequivalence” structure as a projected criticality correspondence rather than an algebraic equivalence. The exact critical condition is λV=0\lambda_V = 0λV=0, while S[V]≈1S[V] \approx 1S[V]≈1, κA≈1\kappa_A \approx 1κA≈1, Ω^≈1\hat{\Omega} \approx 1Ω^≈1, and zeta-related markers are treated as calibrated or conjectural projections. The zeta/log-periodic component is explicitly isolated as a Paper 6 conjectural bridge and is not used as a finite-core or empirical claim. This is Paper 2 of the six-part DFG Unified Interaction Field Theory Series. AI use disclosure. Generative AI (OpenAI GPT) was used substantively in preparing this work, including source comparison, drafting and editing, and, where applicable, mathematical and counterexample checks and the writing and running of supplementary code. The research questions, framework and final claims were directed and reviewed by the author, who takes full responsibility for the content, including the accuracy of all references and reported numbers.
Author: Seol, Bin
Language: English
Subfield: Statistical and Nonlinear Physics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7159779904
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