This paper integrates two complementary contributions of the New Subquantum Informational Mechanics (NMSI) framework: (I) the formal derivation of Maxwell's equations as an emergent limit of the NMSI Lagrangian, via identification of the electromagnetic field with the phase gradient of the Riemann Oscillatory Network (RON), and (II) quantitative predictions directly falsifiable on the ITO-ENZ experimental platform of the temporal double-slit experiment by Tirole et al. (Nature Physics, 2023). We demonstrate that Maxwell's equations are recovered exactly when gradients of the background informational fields are negligible, while systematic deviations arise in ENZ amplification regimes where the informational rigidity kappa(i,Phi) and the axionic coupling xi(i,Phi) become detectable. We provide: (a) complete functional dependencies of the surplus coefficients beta and epsilon with asymptotic scalings and orders of magnitude derived from NMSI parameters; (b) the ENZ amplification mechanism that renders the prediction principally testable; (c) an effective phenomenology independent of ontological assumptions; (d) direct extraction protocols with explicit chi-squared statistical criteria; (e) systematic exclusion of conventional alternatives; and (f) predictions that cannot be mimicked by any local Maxwell model. These results constitute the first complete falsification architecture for NMSI on a well-controlled tabletop platform.
This paper integrates two complementary contributions of the New Subquantum Informational Mechanics (NMSI) framework: (I) the formal derivation of Maxwell's equations as an emergent limit of the NMSI Lagrangian, via identification of the electromagnetic field with the phase gradient of the Riemann Oscillatory Network (RON), and (II) quantitative predictions directly falsifiable on the ITO-ENZ experimental platform of the temporal double-slit experiment by Tirole et al. (Nature Physics, 2023). We demonstrate that Maxwell's equations are recovered exactly when gradients of the background informational fields are negligible, while systematic deviations arise in ENZ amplification regimes where the informational rigidity kappa(i,Phi) and the axionic coupling xi(i,Phi) become detectable. We provide: (a) complete functional dependencies of the surplus coefficients beta and epsilon with asymptotic scalings and orders of magnitude derived from NMSI parameters; (b) the ENZ amplification mechanism that renders the prediction principally testable; (c) an effective phenomenology independent of ontological assumptions; (d) direct extraction protocols with explicit chi-squared statistical criteria; (e) systematic exclusion of conventional alternatives; and (f) predictions that cannot be mimicked by any local Maxwell model. These results constitute the first complete falsification architecture for NMSI on a well-controlled tabletop platform.
We present the complete mathematical foundations of New Subquantum Informational Mechanics (NMSI), demonstrating that fundamental physical concepts—mass, energy, gravitational force, spacetime geometry—are not ontological primitives but emergent properties of a deeper informational substrate. Through rigorous construction of the π-indexed Riemann Oscillatory Network (RON) and axiomatic derivation of informational dynamics, we establish that information, not energy, constitutes the fundamental substrate of physical reality. The framework derives the emergence of fundamental constants (ħ, c, G) from RON spectral structure, establishes precise connections to Riemann zeta function zeros ζ(1/2 + itn), and predicts the existence of architectural thresholds at L* ≈ 24 significant digits. NMSI resolves long-standing conceptual paradoxes of modern physics—wave-particle duality, wavefunction collapse, spacetime nature—by reducing them to elementary informational phenomena formulated in rigorous operator-theoretic language. The mathematical framework includes complete proofs for: 1) necessity of informational substrate (no-go theorem for matter-first ontologies), 2) uniqueness of 3 + 1 dimensional spacetime (stability analysis), 3) derivation of Einstein field equations from informational action principle (all steps explicit), 4) emergence of Standard Model gauge structure SU(3) × SU(2) × U(1), and 5) generation mass hierarchy from RON spectral properties. A critical component is the Mathematical Trap construction (Part E)—seven theorems establishing a Point of No Return beyond which NMSI predictions become inevitable, explaining the framework’s multiple discrete falsifiable predictions. Ten falsifiable experimental predictions are presented with explicit timelines (2025-2035), instrumentation requirements, and statistical significance thresholds: hydrogen 1S-2S spectroscopy shifts (Δν = 2.8 ± 1.2 Hz), atomic interferometry phase measurements (δφ ≈ 10−8 rad), cosmological distance-redshift deviations (δ(z) = −0.15z2 for z > 3), stellar mass upper bounds (mstar M☉), CMB phase correlations ( C l phase ~ 10−6 for l H0: 67 vs 73 km/s/Mpc), JWST observations of massive high-redshift galaxies (z > 10), and reinterprets dark matter and dark energy as informational phenomena rather than exotic particle species. All results maintain consistency with established physics (quantum mechanics, general relativity, Standard Model) while predicting novel effects at precision frontiers and extreme scales.
New Subquantum Information Mechanics (NMSI) is a unified theoretical framework that extends quantum mechanics and classical field theory by introducing a deeper informational substrate underlying all physical processes. NMSI proposes that the vacuum is not empty but a structured subquantum medium composed of oscillatory informational units ("infobits"), whose coherent interactions generate observable matter, energy, and spacetime geometry. In this model, particles, fields, and forces emerge as stable oscillatory patterns in a multidimensional informational manifold. Mass is interpreted as the amount of structured subquantum information stored in the vacuum; photons represent freely propagating oscillatory modes that carry information without storing it. Gravitational interaction arises from gradients in informational density, producing curvature-like behavior consistent with Einstein’s equations but without singularities. NMSI provides a mathematically consistent reinterpretation of key physical concepts, including: Subquantum resonances as generators of particle states Oscillatory duality as the mechanism behind wave–particle behavior Informational conservation replacing classical energy conservation at the deepest scale Coherent cyclicity explaining cosmological evolution without expansion Lie-symmetry foundations linking subquantum dynamics with macroscopic structure The project develops: 1. A formal axiomatic system for NMSI 2. Analytical and numerical models of subquantum oscillatory networks 3. Applications to cosmology (non-expanding Universe, baryonic cycle), condensed-matter systems, atmospheric coherent structures, and computational architectures (TQC – Twin Quantum Computing) 4. Testable predictions that differentiate NMSI from standard quantum mechanics and ΛCDM cosmology The NMSI framework aims to provide a deeper, symmetry-based understanding of physical reality, reconciling mathematical rigor with observational coherence and offering new pathways toward unified physics.
We present the Dynamical Scalar Field Theory (DSFT), a complete and self- consistent framework that explains quantum entanglement as a topological remnant of the pre-Big Bang Euclidean phase. In this theory, entanglement is not a nonlocal correlation but a geometric property of spacetime: two entangled particles are connected by a static topological soliton (phase-locking filament) within which the effective metric becomes Euclidean (Ω = 0, dt = 0), rendering spatial separation meaningless. We derive the full Lagrangian from first principles, including non-minimal cou- pling to matter (ξϕ2ρm) and curvature (αϕ2R), and demonstrate the existence of stable soliton solutions via the Bogomol’nyi bound. The decoherence process is identified as a sudden geometric phase transition (Ω : 0 → 1) occurring on the Planck time scale (∼ 10−43 s), independent of spatial distance. A detailed numerical analysis resolves previous dimensional inconsistencies: the correct prediction for the soliton response time is τresp ≈ 5.4 × 10−42 s, not 85 as. The attosecond time scale can be recovered only by introducing a perturbative term γϕ˙2ϕ 2 with γ ∼ 1050, which acts as a dynamical slowing mechanism. We further derive a dynamic cancellation mechanism via α(ϕ) that maintains soliton stability across a wide range of matter densities. Our model predicts FQ ∼ 1049 for a macroscopic crystal at T ∼ 10 K, in quantitative agreement with the recent Nature Physics observation of multipartite entanglement in the strange metal CePdSi (Mazza et al., 2026). The framework offers seven distinct predictions, five of which are experimentally testable with current or near-future technology. This work establishes DSFT as a mathematically rigorous, falsifiable theory that bridges quantum information, condensed matter, and gravitational physics, providing a physical mechanism for entanglement without violating causality or Lorentz invariance. https://doi.org/10.5281/zenodo.20724433 New version of this DOI
We provide a mathematically self-contained interpretation of the temporal double-slit experiment reported by Tirole et al. (Nature Physics 19, 999, 2023). In that work, two ultrafast pump pulses create time-varying reflectivity modulations in a thin ITO film, producing clear spectral oscillations whose period is inversely proportional to slit separation and whose visibility decay probes an effective rise time of 1–10 fs. Here we show that these features emerge directly as the default outcome of Dirichlet-energy minimization on a pre-geometric lattice of scalar entropy densities. Local temperature spikes in two brief windows modulate the entropic bond stiffness wij=[1+(Si−Sj)2/(Ti(t)Tj(t))]−3 w_{ij} = [1 + (S_i - S_j)^2/(T_i(t)T_j(t))]^{-3} wij=[1+(Si−Sj)2/(Ti(t)Tj(t))]−3 (β=3 \beta = 3 β=3 fixed). The resulting time-dependent reflection coefficient r(t) r(t) r(t) is derived analytically in the continuum mean-field limit and evaluated numerically on a 3D lattice patch. Fourier analysis reproduces the measured inverse period scaling. After rescaling the power spectrum by (Δf)2 (\Delta f)^2 (Δf)2, the visibility envelope is flat in the sharp-ramp limit, matching the Heaviside asymptotic reported by Tirole et al. The red/blue asymmetry arises automatically from the phase integral term. All results follow strictly from the lattice affinity formula and local temperature modulation; no additional parameters or fine-tuning are required. This note is deliberately standalone and focuses solely on providing a minimal ontological account of the Tirole data.
We present a complete theoretical framework—Dynamical Scalar Field The- ory (DSFT)—that explains quantum entanglement as a topological remnant of the pre-Big Bang Euclidean phase. Unlike standard quantum mechanics, which treats entanglement as a nonlocal state reduction, DSFT provides a physical mechanism: two entangled particles are connected by a static topological soliton (phase-locking filament) within which the effective metric is Euclidean (dt = 0) and the crystal- lizing function vanishes (Ω = 0). Decoherence corresponds to a sudden geometric phase transition (Ω : 0 → 1) occurring over ∆tjump = 85.2 ± 0.4 attoseconds— independent of spatial distance. We derive the complete Lagrangian from first principles, including non-minimal coupling to matter (ξϕ2ρm) and curvature (αϕR), and establish the existence of stable soliton solutions via Bogomol’nyi bounds. Numerical simulations of the Lind- blad master equation, including DSFT-specific decoherence terms, confirm a 2-fold enhancement of qubit coherence time through a controlled resuscitation protocol (Prediction #5). We formulate seven distinct, falsifiable predictions, each supported by closed-form analytic expressions, numerical simulations with error bars, and an ex- perimental roadmap with Technology Readiness Levels (TRL) and cost estimates. These predictions span: (1) a constant gravitational repulsive force between en- tangled particles; (2) attosecond phase echoes under sub-threshold stimulation; (3) pair production at the Ω = 0.5 metric transition (analog black holes); (4) cascade decoherence in multi-qubit systems; (5) entanglement resuscitation via counter- pulses; (6) Planck-stepped Hawking radiation with ∆f = 1.17 × 1016 Hz; and (7) non-Coulombic electron deflection in STEM. The framework is self-consistent, uses only Planck-scale parameters (ϕ0, λ, ξ), and its predictions align quantitatively with unexplained noise in IBM/Google qubits (Pthermal = 2.36 × 10−4 W) and attosecond time delays in Max Planck photoionization data (85 as). We propose a definitive experimental protocol for Prediction #5 with pass/fail criteria, including hardware design for a 10 as pulse generator via high-harmonic generation, timing synchronization with 10−18 atomic clocks, and a cost-benefit analysis showing ROI within 4.5 years for large-scale quantum processors.
We propose and formally establish a third level of physical causality — causal conjunction — absent from the standard two-level taxonomy. The central object is the photon as a structured causal block B(σ) = (G⁻(S), {F(σ,λᵢ)}), carrying a causal charge discharged instantaneously upon absorption. The framework yields three new experimental predictions testable with current circuit-QED technology: (i) Giant-atom φ-scan: contrast ΔI = 0.971 bit at 97σ (10⁶ shots), distinguishing the two-point coupled model from the Markovian single-point null model. Observable: I(A:B) = G_cl via mutual information. (ii) Bloch sphere hierarchy (new result): I(A:B) takes three distinct levels depending on the initial state of the absorber B — poles 0.939 bit (94σ), equator 0.566 bit (57σ, phase-independent), mixed 0.160 bit (16σ) — all strictly positive, confirming G > 0 throughout the Bloch sphere. Includes an analytically proven JC symmetry theorem: I(B=|g⟩) = I(B=|e⟩) exactly for all coupling angles, to machine precision (< 10⁻¹⁵ bit). (iii) Virtual-mode power-law test at φ=π (new result): extended BCE predicts G ∝ (g/ω₀)² while standard QED predicts (g/ω₀)⁴. The exponent η is measurable in log-log scale at >15σ, immune to prefactor uncertainties. First proposal placing BCE and standard two-point QED in genuine quantitative tension at the destructive-interference null point. Additional results include: G = G_cl + G_ent decomposition with operational criteria; Si₃N₄ photonic platform (~$26k, no cryogenics); thermodynamic signature ΔW = 1.86×10⁻²⁵ J (Maxwell demon protocol, T=20 mK); Nakajima-Zwanzig non-Markovian analysis (critical parameter η_c ≈ 0.48, safety margin 21× in circuit-QED); solar photon empirical argument for scale-independence across 33 orders of magnitude; and Holevo bound verification (G << S_max in all regimes). All predictions are numerically verified across eight independent experiments (Python scripts, no external dependencies, reproducible in Google Colab). This is the second paper in the ICT (Incomplete Causal Transactions) series. The first paper ("Incomplete causal transactions: black holes as permanently frustrated couplers and the physical independence of entropy and generative capacity", GravCos2660030 / Zenodo DOI: 10.5281/zenodo.18736656) introduced the ICT framework and applied it to black holes and Rindler horizons.