Topological Inversion: The Antimatter-Manifold Coupling and Vortex-Void Reconnection

This paper resolves the baryonic asymmetry problem by integrating Topological Vortex Dynamics into the Superfluid Manifold framework. Contemporary cosmological models are frequently burdened by the necessity of arbitrary CP-violation constants to explain the dominance of matter over antimatter. This research bridges the gap between the Superfluid Manifold framework and the Fluid Spacetime Paradigm. By reclassifying matter as a high-density vortex knot (+) and antimatter as a low-density topological inversion or "void" (-), the model demonstrates that they are not distinct particle species, but reciprocal phase-states of the local manifold. Furthermore, this paper remodels annihilation as a hydrodynamic reconnection event driven by extreme pressure gradients, where the energy release (Eₑ₄₂) represents the dissipation of a localized pressure anomaly back into the ambient superfluid lattice. This derivation recovers E=mc² as a macroscopic limit, suggesting that matter, gravity, and annihilation are emergent hydrodynamic phenomena within a deterministic, finite fluid medium.