ZIPPED Theory Topological Derivation of c and G with Phenomenological Verification

This foundational manuscript presents the ZIPPED (Zwanenburg Inversed Proportionality Pan Equilibrium Dynamics) framework, offering a paradigm shift in theoretical physics. In contrast to conventional approaches where the speed of light ($c$) and the gravitational constant ($G$) are treated as fundamental postulates, ZIPPED derives both constants as emergent properties of a four-dimensional manifold under intrinsic topological tension. The speed of light is defined as the maximum unzipping velocity of the manifold, representing the saturation limit for topological phase propagation. The gravitational constant arises naturally as the manifold’s phase-stiffness coupling, describing the resistance of the manifold to local distortions caused by mass. Together, these derivations unify spacetime geometry with fundamental constants, eliminating the need to introduce arbitrary parameters. The theory is further validated through empirical analysis of galactic rotation curves. Using NGC 3198 and M31 (Andromeda) as benchmark systems, we demonstrate that the residual manifold tension (the Zwanenburg Offset) fully accounts for observed radial acceleration anomalies. The results match observational data with mean deviations below 2%, providing strong evidence that the dark matter effect can be interpreted as a topological property of spacetime rather than a non-baryonic component. This Golden Master manuscript establishes a “Locked Core” for the theory (v3.1), combining rigorous theoretical derivations with quantitative phenomenological verification. All content, equations, and results are intellectual property of Michel Zwanenburg (2026). Keywords/Hashtags:#ZIPPEDTheory #ZIPT #TopologicalPhysics #SpeedOfLightDerivation #GravitationalConstant #DarkMatterAlternative #GalacticRotationCurves #ManifoldDynamics #Zwanenburg #IndependentResearch #Preprint