A Universal Physical Proof for the Invalidity of High-Dimensional "Curling/Compactification"

In current cosmological theories, the unobservable characteristics of high dimensions are attributed to dimensional curling or compactification, which is essentially a subjective assumption to make up for theoretical defects and falls into dual contradictions of logic and physics. Based on universal physical laws, observational facts and mechanical logic, this paper proves that the high-dimensional curling hypothesis cannot be self-consistent. The apparent curling-like and convergent characteristics observed are not real spatial curling, but the natural convergence effect of cosmic structure. Such characteristics ultimately point to the primitive geometric structure of coaxial double-cone nesting and mass point hierarchical distribution.