KTTT: Cosmological Model of Universe Generation via Topological Transitions in Gravitational Collapse

Abstract We propose a mechanism for the birth of new universes through natural topological transitions in supermassive gravitational collapses. The model combines the Einstein-Rosen bridge solution for wormholes, black hole thermodynamics, and cosmological inflation. We introduce a dimensionless transition criterion (Theta >= 1) derived from an Effective Field Theory (EFT) approach, linking quark deconfinement, Planck-scale density, and effective negative pressure into a unified condition for universe generation. We demonstrate that under specific conditions, the internal structure of a black hole may initiate a phase transition analogous to the Big Bang in a detached spacetime sheet. The Israel Junction Conditions provide a formal framework for matching the parent Schwarzschild metric with the emerging inflationary de Sitter metric. The coefficient alpha is constrained to 10^-32 to 10^-34 by the requirement of self-sustaining inflation, making it a physical constraint rather than a fitting parameter. Our model makes specific falsifiable predictions regarding minimum mass cutoffs for "reproductive" black holes (Mcrit ~ 10^9 kg for alpha ~ 10^-32), characteristic patterns in the cosmic microwave background (CMB), and correlations in the stochastic gravitational wave background. Furthermore, we propose a resolution to the Black Hole Information Paradox through the preservation of information in daughter universe topology. This framework introduces the Kovalchuk Topological Transition Theory (KTTT), which demonstrates that black holes serve as gateways to new realities