Geometric Origin of Newton's Constant in the Operator-Derived Dimension (ODD) Framework

We show that Newton’s gravitational constant GN arises as a geometric parameter in the Operator-Derived Dimension (ODD) framework. Gravity is not introduced as a fundamental force, but emerges from the curvature scale of a warped five-dimensional bulk in which the four-dimensional universe appears as a dynamically sliced hypersurface. We demonstrate that the effective four-dimensional gravitational coupling is determined by the bulk curvature and localization of the graviton zero mode. This work builds upon previous ODD results for Planck’s constant and the correlations of fundamental constants.