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This work aims to develop a framework for understanding cosmic expansion through latent geometric capacity in quantum gravity phenomena.

May 2, 2026Open Access

Latent Geometric Regions: A Heuristic Framework for Capacity-Driven Cosmic Expansion

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Novel framework proposes latent geometric capacity impacts cosmological expansion and quantum gravity.

This work aims to develop a framework for understanding cosmic expansion through latent geometric capacity in quantum gravity phenomena.
Introduced a conceptual framework distinguishing between pre-geometric capacity and occupied classical volume.
Reinterpreted spin-network orientations in Loop Quantum Gravity in terms of latent geometric regions.
Performed analytical calculations on a tetrahedral spin-network graph to derive the volume operator.
Identified cancellation of volume due to an inverse-orientation vertex in the spin-network model.
Postulated that negative-capacity regions convert to positive volume, affecting cosmic expansion dynamics.
Outlined potential observational consequences, including impacts on primordial power spectrum and black hole entropy.

Alex Bilic (2026) studied this question.

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May 2, 2026Open Access

View Full Paper

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Authors

Novel framework proposes latent geometric capacity impacts cosmological expansion and quantum gravity.

This work aims to develop a framework for understanding cosmic expansion through latent geometric capacity in quantum gravity phenomena.
Introduced a conceptual framework distinguishing between pre-geometric capacity and occupied classical volume.
Reinterpreted spin-network orientations in Loop Quantum Gravity in terms of latent geometric regions.
Performed analytical calculations on a tetrahedral spin-network graph to derive the volume operator.
Identified cancellation of volume due to an inverse-orientation vertex in the spin-network model.
Postulated that negative-capacity regions convert to positive volume, affecting cosmic expansion dynamics.
Outlined potential observational consequences, including impacts on primordial power spectrum and black hole entropy.

Alex Bilic (2026) studied this question.

View Full Paper

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