Abstract
This paper introduces the Minimum Topological Action Principle (MTAP) and defines a scalar field (Phi) that describes the topological distortion of the vacuum. Through this framework, the Golden Ratio (phi) emerges not as an inserted mathematical constant, but as an inevitable physical equilibrium state. Structural stability converges numerically toward a topological quantum number S_nucleus = 358.75 The model demonstrates exact numerical alignment with Planck 2018 cosmological parameters (Omega_DM, Omega_Lambda) and CODATA values for the fine-structure constant (alpha), providing a deterministic, parameter-free infrastructure for universal stability governance.
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Title
A Universal Stability Criterion for Symbolic Complex Systems: Detecting Structural Deviation Before Catastrophic Collapse (USG)
Description
Large Language Models (LLMs) often suffer from the premature release of structurally weak, ambiguous, or unsafe outputs despite fluent text generation. To address this core reliability challenge, this paper introduces a governance-centered release architecture that treats LLM outputs as provisional candidates rather than immediate answers. The framework decouples candidate generation from burden-sensitive evaluation, reflective review, and release control. By incorporating input burden analysis and ethical-logical evaluation, the system replaces binary answer/refusal pathways with multi-state outcomes—including approval, qualified approval, revision, clarification requests, deferment, and rejection. A preliminary mini-pilot on an instruction-tuned baseline model demonstrates proof-of-concept efficacy in blocking logically invalid outputs, managing ambiguous queries, and deferring high-risk cases. Ultimately, the results confirm that governing the release decision significantly enhances overall output reliability compared to raw, unmonitored first-pass generation.
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