Gravitational and Momentum

This work develops a geometric interpretation of momentum as a gravitational and inertial quantity, rather than as a carrier of energy.Within a structured (torsional) vacuum framework, momentum is shown to arise from the topological balance and suspension of localized mass configurations, while energy appears only through surface or dissipative processes.It is demonstrated that conservation of momentum follows from the existence of smooth, compact torsional structures, providing a geometric reinterpretation of Noether’s theorem.The analysis clarifies the separation between action, energy, inertia, and momentum, and explains why gravitational interactions do not transport energy in the conventional sense.The framework naturally accommodates neutrinos as pure momentum (torsional) modes and offers a unified conceptual basis linking classical mechanics, general relativity, and quantum action without introducing additional fields or adjustable parameters.