Paper 28: Energy, Inertia, and Angular Momentum Conservation in the Holosphere Framework

This paper develops a coherence-based reinterpretation of energy, inertia, and angular momentum within the Holosphere Theory framework. In contrast to continuous field models, the Holosphere lattice defines energy as a measure of angular coherence strain between nested, spinning spheres. Inertia emerges as resistance to rotational misalignment across shells, while angular momentum is conserved through discrete phase-locked recursion in the lattice’s geometry. We derive conservation laws as emergent symmetries of the nested shell structure and show that Planck-scale vacancy defects propagate quantized angular strain—preserving total energy and momentum across the medium. These results provide a discrete analogue to Noether’s theorem and redefine conserved quantities as manifestations of global lattice coherence. The framework developed here lays the foundation for a coherence-based action principle to be formalized in subsequent work, establishing a path toward a Lagrangian formulation of Holosphere dynamics.