Explores geodesic prediction and covariant homeostasis in cyber-physical systems, suggesting enhanced industrial safety.
MEMBRANE-Industrial-Safety is an autonomous cybernetic architecture for integrated industrial safety and cyber-physical systems (CPS). In version v0.8.1-alpha (State 38, Phase 3.1), the project undergoes a fundamental ontological transformation: from rigid concentric toroids (States 36/37) to an open Riemannian manifold with a dynamic metric tensor g_μν(t, q, q̇, χ_rel) of Lorentzian signature (-,+,+,+). We present six key scientific innovations: (1) Covariant Homeostasis — the system compensates relational stresses through local deformation of the state-space geometry, implementing Menisk Field Equations (MFE): dg = κT − Λg with dynamic Λ_glitch; (2) True Christoffel symbols Γ^λ_μν computed numerically and cached for efficiency, enabling parallel transport of sensory error vectors; (3) Epistemic pressure P_epistemic as the cognitive cost of model update, injecting dynamic stress into the energy-momentum tensor T_μν; (4) Geodesic Prediction (Phase 3.0) — the system anticipates state-space curvature via a^λ = −Γ^λ_μν u^μ u^ν and computes the energetic cost of correction before anomalies materialize; (5) Defibrillation mechanism — forced metric reset to baseline after 20 steps in CRITICAL mode, preventing numerical singularity; (6) CPS input sanitization — NaN/Inf filtration in the telemetry pipeline. The architecture is intended EXCLUSIVELY for industrial applications, automation, and cyber-physical systems (humanoids Optimus, Unitree, Figure; autonomous vehicles; dancing robot teams + Homo as unity). The fork explicitly excludes therapeutic, educational (involving minors), and creative-partnership (Human-AI) contexts. This document serves as the comprehensive milestone report (v0.8.1-alpha) for the project, including mathematical framework, implementation details, experimental stress-test results, and a final audit report. The full PDF document is attached to this record.
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Kicińska et al. (2026) studied this question.
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