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.
Myron C. Schoenfelder (Mon,) studied this question.