We present a geometric resolution to the matter-antimatter asymmetry problem within the Universe Engine v13. 3 framework. By deriving physical phenomena from the Fundamental Invariant (L²ₛpace + L²ₜime = const), we demonstrate that baryonic matter emerges as stable topological defects (knots) in a simplicial spacetime lattice. The observed baryon asymmetry is resolved through a bifurcation mechanism: the initial singularity (Lₜotal = 0) splits into two symmetric temporal branches, +t and -t, corresponding to matter-dominated and antimatter-dominated universes respectively. Matter and antimatter are identified as convex and concave lattice curvatures, with annihilation representing geometric cancellation (κconvex + κconcave = 0). This framework eliminates the need for ad-hoc CP violation parameters in the Standard Model and provides falsifiable predictions, including the absence of primordial antimatter galaxies, specific symmetries in topological defect structures, absolute proton stability, and detectable signatures in gravitational wave spectra. Our approach transforms the asymmetry problem from a violation of CP symmetry to a natural consequence of geometric bifurcation, preserving fundamental symmetry at the cosmological scale while explaining local asymmetry as a branch selection phenomenon. The total content of reality sums to zero (UniverseA + UniverseB = 0), satisfying the principle ex nihilo nihil fit. Author InformationJulian Zoria (Independent Researcher) ORCID: 0009-0002-2424-5291Email: julian. zoria@proton. me
Julian Zoria (Thu,) studied this question.