Cyclic Cosmology from Informational Geometry and Einstein–Cartan Torsion Black Holes as Informational Boundaries and Emergent Torsion in a Bouncing Multiverse

We propose a hybrid theoretical framework that combines Informational Geometry with Einstein–Cartan gravity to describe cyclic cosmology. In this approach, spacetime geometry and gravitational dynamics emerge from an underlying informational substrate, conceptualized as an energetic grid or wave that originates with the Big Bang. High informational density induces both curvature and torsion in this substrate. Torsion arises as a geometric response to informational over-compression and functions as a natural mechanism for singularity avoidance, enabling bouncing solutions inside black holes. Black holes are reinterpreted as informational boundaries that separate domains with non-alignable temporal structures and facts. The framework naturally incorporates cyclic evolution with partial memory across bounces, where antimatter and certain cosmological features may represent imprints from previous cycles. This perspective offers a unified informational and geometric account of gravity, black hole thermodynamics, and the emergence of cosmic structure, while remaining compatible with established physics in appropriate limits.