In our Unified Theory, the topological structure of space-time is modeled as a hypersphere, where the curvature dynamically shifts based on the sum of potential and kinetic energy contributions from the Past and Future Systems. The basic topological equation we use is , where represents an unseen spatial dimension controlling the internal curvature of space-time. This hyperspherical formulation naturally explains expansion, contraction, and even curvature inversions responsible for phenomena like gravity and antigravity.
When energy summations become positive, space curves inward (gravity); when they become negative, space curves outward (antigravity). This model doesn't require new forces — just a redefinition of how energy and geometry interact within four spatial dimensions. The M Axis, scalar field potentials, and energy tensor summations together control when and how the topology of space bends, stretches, or folds across the hypersphere, making this a dynamic and predictive geometric system.
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