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| Μορφή: | Recurso digital |
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Zenodo
2026
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| Διαθέσιμο Online: | https://doi.org/10.5281/zenodo.19455791 |
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- <p>Abstract</p> <p> </p> <p>Starting from a materialist position that takes matter and energy as the primary ontology, this paper constructs a complete mathematical framework for information space ontology. Through four irreducible axioms (Ontology Axiom, Information Axiom, Universal Connection Axiom, Stability Axiom), it logically derives the unidirectionality of time (entropy increase), spatial multiplicity, the phenomenon of information locking, and its dynamic equations. Building upon this foundation, using the unitarity requirement of interfaces between information spaces and renormalization group self-consistency, it first-principle derives that the gauge group must be SU(3)_c \times SU(2)_L \times U(1)_Y and that the number of information spaces is rigidly fixed at N_L = 12. Gravity is revealed as a geometric effect of information density gradients, culminating in a unified information-geometry-gravity locking equation.</p> <p> </p> <p>This paper further incorporates electromagnetic, weak, and strong forces as intrinsic gauge structures of information space into the unified equation and achieves a field-theoretic formulation through path integrals. One-loop renormalization calculations yield the \beta-functions for gauge couplings and the locking degree coupling, precisely corresponding to the Standard Model. The Higgs mechanism is interpreted as the vacuum expectation value of the locking degree field, and Planck's constant is interpreted as the fundamental quantum of information locking.</p> <p> </p> <p>Experimental validation covers superconducting qubit Rabi oscillations (fit R^2 = 0.9998, steady-state locking degree 0.9874), alpha decay of 12,631 nuclides (rare earth deformed region R^2 = 0.831), beta decay of 476 nuclides (3D hierarchical model weighted R^2 = 0.866, best submodel R^2 = 0.9788, average locking degree 0.9814), 665 gamma transitions (excited state average locking degree 0.492, logistic model R^2 = 0.89, extrapolated ground state locking degree 0.983), and the Vienna 8 nm sodium cluster interference experiment (locking degree ≈ 0.90). Unified fitting analysis shows the information space theory and the Geiger-Nuttall model are essentially complementary (weights 48.6% and 51.4%), with the combined model achieving R^2 = 0.9988. Timescale dynamics unify relaxation processes from 10^{-7} s to 10^{19} s, revealing the continuous spectrum nature of information locking degree.</p> <p> </p> <p>Keywords: Information Space; Information Locking; Locking Dynamics; Superconducting Qubit; Alpha Decay; Beta Decay; Gamma Decay; Logistic Model; First Principles; Cross-System Validation</p>