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 integrates Informational Geometry with Einstein–Cartan gravity to describe cyclic cosmology. Spacetime geometry and gravitational dynamics are understood to emerge from an underlying energetic substrate — termed informational geometry — that originates with the Big Bang. Local informational density within this substrate sources both curvature and torsion. Torsion arises primarily as a geometric response to informational over-compression and provides 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. The framework naturally leads to a cyclic cosmology in which each bounce carries partial structural imprints from previous cycles. These imprints may manifest, for example, in the observed matter–antimatter asymmetry and in certain large-scale cosmological features. The approach offers a unified informational account of gravity, black hole thermodynamics, and cosmic evolution, while recovering general relativity in regimes of low informational density.