Published August 6, 2025 | Version v1
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Anisotropic Temporospatial Crystals Allow Mathematical Universe Hypothesis Validation Through USAGIFT Framework and One-Way Speed of Light Measurement

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I present a radical extension of my Unified Spectral Anisotropic Geometric Informational Field Theory (USAGIFT) through the Temporospatial Crystal Hypothesis—a proposal that spacetime itself is fundamentally a discrete, periodic crystal structure in both space and time. Building upon Gopalan’s 2021 mathematical formalism for spacetime crystals, I develop a complete physical theory that unifies quantum mechanics and general relativity by identifying the abstract informational field of my framework with the physical medium of a four-dimensional crystal lattice. I prove that the Lior, my proposed fundamental quantum of semantic curvature, corresponds directly to phonons in this crystal structure, while the causal anisotropy predicted by USAGIFT emerges naturally from the crystal’s directional properties. Most significantly, I demonstrate that this framework provides a physical mechanism to measure the one-way speed of light—previously considered impossible due to the conventionality of simultaneity—by exploiting the crystal’s inherent anisotropy. The theory predicts that all fundamental forces emerge as scale-dependent projections of crystal lattice interactions, with gravity manifesting as deformations in the lattice structure caused by mass-energy defects. This work transforms USAGIFT from a purely theoretical framework into a falsifiable physical theory with clear experimental predictions, potentially representing the first viable path toward a complete theory of quantum gravity with testable consequences.

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Preprint: 10.5281/zenodo.16753156 (DOI)

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2025-08-06

References

  • @misc{leizerman2025ucft, author = {Leizerman, S.}, year = {2025}, title = {Unified Causal Field Theory: A Proof of Geometric Subsumption and Extension of Causal Inference Methods Into Unified Framework (version 5) (V.5 Gdelian Complete)}, publisher = {Zenodo}, doi = {10.5281/zenodo.16753156}, url = {https://doi.org/10.5281/zenodo.16753156} }