Beyond the Wormhole: Convergence Corridors as Constraint Manifolds in Spacetime
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| Natura: | Recurso digital |
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Zenodo
2026
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| _version_ | 1866901193779838976 |
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| author | Doumbouya, Lisa |
| author_facet | Doumbouya, Lisa |
| contents | <p>Solutions to Einstein’s field equations admit geometries commonly interpreted as wormholes or spacetime tunnels, often invoking topology change, transport discontinuities, or exotic matter. In this work, we instead formalize convergence corridors: low-entropy spacetime manifolds in which admissible trajectories are geometrically constrained into narrow regions while remaining dynamically continuous and recyclable. These corridors admit multiple regimes, including flow-through convergence, nodal bottlenecks, and spiral accretion under angular momentum and dissipation. Temporal variance moderation and effective slowing arise naturally as constraint density increases, consistent with gravitational time dilation. No topology change, faster-than-light motion, or exotic matter is required. Wormhole-like features are reinterpreted as manifestations of constraint geometry rather than ontological tunnels. This classification provides a conservative, structure-first framework for understanding convergence, spiral stabilization, and matter formation within standard relativistic spacetime.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18752273 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Beyond the Wormhole: Convergence Corridors as Constraint Manifolds in Spacetime Doumbouya, Lisa special relativity speed of light temporal rigidity mass-energy equivalence structural physics time dialation relativistic limits matter-radiation transition structure before force harmonics physics spacetime geometry convergence corridors constraint manifolds wormholes spiral accretion temporal variance structure-first physics <p>Solutions to Einstein’s field equations admit geometries commonly interpreted as wormholes or spacetime tunnels, often invoking topology change, transport discontinuities, or exotic matter. In this work, we instead formalize convergence corridors: low-entropy spacetime manifolds in which admissible trajectories are geometrically constrained into narrow regions while remaining dynamically continuous and recyclable. These corridors admit multiple regimes, including flow-through convergence, nodal bottlenecks, and spiral accretion under angular momentum and dissipation. Temporal variance moderation and effective slowing arise naturally as constraint density increases, consistent with gravitational time dilation. No topology change, faster-than-light motion, or exotic matter is required. Wormhole-like features are reinterpreted as manifestations of constraint geometry rather than ontological tunnels. This classification provides a conservative, structure-first framework for understanding convergence, spiral stabilization, and matter formation within standard relativistic spacetime.</p> |
| title | Beyond the Wormhole: Convergence Corridors as Constraint Manifolds in Spacetime |
| topic | special relativity speed of light temporal rigidity mass-energy equivalence structural physics time dialation relativistic limits matter-radiation transition structure before force harmonics physics spacetime geometry convergence corridors constraint manifolds wormholes spiral accretion temporal variance structure-first physics |
| url | https://doi.org/10.5281/zenodo.18752273 |