Temporal Measure Framework — Version 6 — Final Formal Extension

This document presents the core Mathematical Kernel and final formal extension of the Temporal Measure Framework (TMF) v6, finalizing the theoretical evolution initiated in TMF v5. Key mathematical and formal advancements introduced in this volume include:1. Rigorous Fiber Bundle Formulation: Defines the observer's filter as a formal submersion π : Lⁿ → T² where π(Lⁿ) ⊆ T², mapping elements from the non-accessible n-dimensional quantum vacuum manifold onto a two-dimensional temporal substrate.2. Riemannian Metric of Curvature: Constructs explicit curvature tensors for the T² surface, providing the geometric differential equations that govern localized ruptures and density fluctuations, directly modulating the time-density function f(t).3. The Linear Illusion Resolved: Formally demonstrates how the linear sequential arrow of time is a mathematical artifact of single-coordinate extraction by the filter, rather than an intrinsic property of objective reality.4. Resolution of Empirical Anomalies: Connects the variable curvature of the T² manifold to registered decay-rate variations, addressing the Jenkins-Fischbach and Sturrock experimental anomalies through a strict differential geometry framework. Conceptual and intuitive architecture by independent researcher Leonas Povilaitis (Kaunas, Lithuania). Mathematical formalization, structural elaboration, and internal logical review carried out with the technical assistance of Claude (Anthropic).