A Structural–Informational Model of Space-Time: ‎Fundamental Pressure, Cellular Lattice, and Vacuum ‎Architecture

Authors

  • M. Zhussupov‎ Independent Researcher, Kazakhstan Author

DOI:

https://doi.org/10.14331/ijfps.2026.330179

Keywords:

Structural–informational space–time, fundamental pressure, cellular space–time lattice, background gravitational pulsation, vacuum structure

Abstract

This article establishes the theoretical foundations of a structural–informational model of space–time in which the vacuum is treated as a ‎physically real, material–informational medium rather than an empty geometric background. Space–time is proposed to possess an intrinsic ‎cellular organization governed by a universal fundamental pressure, which acts as the primary stabilizing quantity for localized energy ‎configurations. Within this framework, energy localization is identified with finite space–time volumes, and mass emerges as a structural ‎manifestation of space–time deformation maintained by pressure equilibrium. Two distinct but interconnected structural levels are developed. ‎The normal space–time lattice forms locally in association with matter and underlies electromagnetic interactions, providing geometric ‎interpretations of electric charge and electromagnetic constants as response parameters of the structured vacuum. At a deeper level, a background ‎space–time lattice is introduced as a global, matter-independent structural state of the metric, responsible for gravitational dynamics. Collective ‎oscillations of this background lattice lead naturally to the prediction of a global low-frequency pulsation of space–time with a characteristic ‎frequency near 0.06 Hz, identified as an intrinsic eigenmode of the structured vacuum. The model bridges classical mechanics, general relativity, ‎and quantum behavior by extending the de Broglie relation to include cellular participation of space–time and by interpreting wave–particle ‎duality as a scale-dependent manifestation of cellular dynamics. Experimentally relevant consequences are examined, most notably neutron β-‎decay, where the observed neutron lifetime emerges as a geometric delay associated with electron propagation through the normal space–time ‎lattice. The close agreement between theoretical predictions and experimental measurements supports the physical reality of the proposed ‎structural parameters. Overall, the framework shifts the foundations of physics from material entities to the organization and dynamics of space–‎time itself.‎

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References

Colfax Research. (2017). A survey and benchmarks of Intel® ‎Xeon® Gold and Platinum processors. Colfax ‎International.‎

Einstein, A. (1922). Sidelights on relativity. Methuen.‎

Einstein, A. (1955). The meaning of relativity. Princeton ‎University Press.‎

Ericsson Research. (2019). 5G NR testbed 3.5 GHz coverage ‎results. Ericsson.‎

Landauer, R. (1996). The physical nature of information. ‎Physics Letters A, 217(4–5), 188–193. ‎https://doi.org/10.1016/0375-9601(96)00453-7‎

Maxwell, J. C. (1861). On physical lines of force. ‎Philosophical Magazine, 21(140), 281–291.‎

Nolte, E. (1993). Large, small and superficial violations of the ‎Pauli exclusion principle and the size of the electron. In ‎Proceedings of the 28th Rencontres de Moriond: ‎Electroweak Interactions (pp. 337–342).‎

Russell, B. (1945). A history of western philosophy. George ‎Allen & Unwin.‎

Schwabl, F. (2006). Statistical mechanics (3rd ed.). Springer.‎

Vopson, M. (2022). How to test if we’re living in a computer ‎simulation. The Conversation. ‎https://theconversation.com/how-to-test-if-were-living-in-‎a-computer-simulation-171615‎

Wheeler, J. A. (1955). Geons. Physical Review, 97(2), 511–‎‎536. https://doi.org/10.1103/PhysRev.97.511‎

Wheeler, J. A. (1998). Geons, black holes and quantum foam: ‎A life in physics. W. W. Norton.‎

Will, C. M. (2014). The confrontation between general ‎relativity and experiment. Living Reviews in Relativity, ‎‎17, Article 4. https://doi.org/10.12942/lrr-2014-4‎

Wietfeldt, F. E. (2018). Measurements of the neutron ‎lifetime. Atoms, 6(4), 70. ‎https://doi.org/10.3390/atoms6040070‎

Zhussupov, M. (2014). Features of Loschmidt’s number and ‎its theoretical frontiers. International Journal of ‎Fundamental Physical Sciences, 4(3), 62–71.‎

Zeldovich, Y. B. (1988). Is it possible for the Universe to form ‎‎“out of nothing”? Priroda, 4, 17–24.‎

Meijer, D. K. F. (2013). Information: What do you mean? ‎NeuroQuantology, 11(3), 354–366.‎

Stonier, T. (1996). Information as a basic property of the ‎Universe. Biosystems, 38(2–3), 135–140.‎

Published

2026-02-27

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Section

Articles

How to Cite

A Structural–Informational Model of Space-Time: ‎Fundamental Pressure, Cellular Lattice, and Vacuum ‎Architecture (M. Zhussupov‎, Trans.). (2026). International Journal of Fundamental Physical Sciences, 16(1), 1-11. https://doi.org/10.14331/ijfps.2026.330179

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