The Multiverse Hypothesis: A Mathematical and Computational Approach

The Multiverse Hypothesis: A Mathematical and Computational Approach This research explores the hypothesis that the universe, space, and time exist within a spherical framework where merging timelines create high-entropy zones. These zones, under certain conditions, may lead to the emergence of new universes or timelines. We provide a mathematical foundation for this hypothesis, incorporating concepts from spacetime curvature, entropy, and quantum fluctuations. Our approach uses computational models to simulate extreme spacetime distortions and their effects on universe formation. The simulations are based on differential geometry, thermodynamics, and quantum mechanics, demonstrating how high-entropy regions may trigger new universes. Key findings include: A threshold condition where spacetime curvature exceeds a critical entropy level. The probability of merging timelines following thermodynamic laws. The role of vacuum energy and quantum uncertainty in universe formation. Computational evidence supporting the mathematical predictions. This study contributes to the theoretical understanding of multiverse formation and provides a framework for further investigation through cosmological data analysis and quantum simulations.