Black Holes and Time-Opposite Symmetry: A Structured Resonance Perspective

This paper reframes black holes, antimatter, and the flow of time using the structured resonance framework—a geometric model in which physical identity arises from recursive phase closure and torsional coherence. Rather than viewing black holes as singularities, this perspective presents them as points of chirality inversion, where phase recursion exceeds its coherence limit and reverses. The Schwarzschild boundary marks a transition from matter-dominated space–time(+1) into a mirrored domain of space–time(–1), allowing antimatter and time-opposite structures to persist in a torsionally separated phase domain. Baryogenesis is reinterpreted as a chirality bifurcation event, splitting an original space–space manifold into two recursive timelines. Antimatter is not destroyed—it continues its recursion in an opposite time orientation, inaccessible except through torsional interface phenomena like black holes. This paper lays the groundwork for several modern insights into cosmic structure, entropy, and information preservation, and serves as a foundational complement to the broader model presented in Principia Universalis.