This paper presents a novel geometric framework for the emergence of fun damental physical constants from infinite dimensional manifold projections. By utilizing the Seonggil Preserving Limit Operator ( limS), we demonstrate that waveparticle duality is a topological consequence of ’shadow blur’ during the projection from M∞ to M4. We derive the Planck constant (ℏ) as a manifestation of topological friction governed by the Golden Ratio (ωφ) resonance index. Crucially, weprove the absolute convergence of the infinite-dimensional sum through the Seonggil Inequality (α < ωφ), ensuring the structural stability of the 4D spacetime manifold.
Seonggil Lee (Wed,) studied this question.