| ai.viXra.org > Quantum Physics > 2511 |
|
 |
| ai.viXra.org > Quantum Physics > 2511 |
|
|
[10] ai.viXra.org:2511.0094 [pdf] submitted on 2025-11-29 14:40:29
Authors: B. G. Preza
Comments: 13 Pages. Creative Commons Attribution 4.0 International
We propose a novel framework in which localized depressions of the vacuum—"warp pockets"—emerge not from exotic matter, but from the controlled interference of resonantly driven vacuummodes. By exciting a soft ultralight mode ϕ(t) and then sculpting regions of destructive-phasecancellation, we show that the effective vacuum tension can be locally reduced, generating buoyancy-like curvature effects without requiring negative energy densities. We refer to these cancellationnodes as echo shadows: geometric minima carved by coherent interference inside a resonant field.Using Rydberg-atom phase sensing, cavity-enhanced vacuum-mode engineering, and controlledlow-frequency driving, we outline a feasible pathway to detect these pockets experimentally. Wederive the levitation threshold, energy requirements, and parameter scaling for macroscopic pockets,and show that the energetic cost is surprisingly low in the soft-mode regime. Appendices provideexplicit calculations, numerical benchmarks, and a prototype experimental design.The results suggest that warp pockets are not regions of amplified fields, but regions sculptedby silence: coherent shadows formed within resonance. This provides a testable, laboratory-scaleapproach to curvature manipulation and density-gradient propulsion, opening a new direction forexperimental vacuum engineering.
Category: Quantum Physics
[9] ai.viXra.org:2511.0093 [pdf] submitted on 2025-11-30 00:18:05
Authors: Ivars Fabriciuss
Comments: 7 Pages. (Note by ai.viXra.org Admin: For the last time, please cite listed scientific references)
This work derives the fundamental electromagnetic parameters of the vacuum at the Planck scale using only standard constants of classical electrodynamics and Planck units. A Planck-length vacuum cell is modeled as a parallel LC resonator with inductance equal to mu0 times the Planck length and capacitance equal to epsilon0 times the Planck length. This immediately defines a natural resonance frequency equal to the speed of light divided by the Planck length.From this construction, the associated Planck-scale voltage, current, and electric and magnetic field intensities are derived explicitly and evaluated numerically in SI units. The correct electromagnetic vacuum impedance of free space (Z0 = 376.73 ohms) is recovered exactly. A careful distinction is made between the wave impedance of propagating radiation and the divergent input impedance of a resonant LC vacuum cell.The model provides a concrete electromagnetic interpretation of vacuum zero-point energy, showing that the standard Planck-scale vacuum energy density coincides with the reactive energy density of Planck-scale LC oscillators. Connections to known low-energy vacuum phenomena such as the Casimir effect, Schwinger pair production, and vacuum birefringence are discussed.This work is intended as a foundational and interpretational contribution toward understanding the electromagnetic structure of the quantum vacuum using only established physical constants, without introducing new parameters.
Category: Quantum Physics
[8] ai.viXra.org:2511.0064 [pdf] submitted on 2025-11-21 00:03:21
Authors: Michael Barritt
Comments: 6 Pages.
Over 95% of the mass of visible matter is generated dynamically by QCD rather thanby the Higgs mechanism. We present a minimal relational framework in which hadron massemerges as residual imbalance ∆S(G) on a coloured, oriented graph G. The functional∆S(G) is defined via oriented cycles and maximal pairwise cancellation. From this singleobject we prove a confinement theorem, compute the observed ∼2—4% Higgs versus ∼96—98% emergent hierarchy on a three-quark proton graph, and derive — through graph coarse-graining — a renormalisation-group β-function whose closed-form solution reproduces themomentum-dependent dressed-quark mass function M(p) seen in continuum QCD studies,using one physical parameter.
Category: Quantum Physics
[7] ai.viXra.org:2511.0063 [pdf] submitted on 2025-11-21 00:07:32
Authors: Kelly Sonderegger
Comments: 14 Pages. License: : CC BY 4.0
The Anchored Causality Interpretation (ACI) proposes a physical mechanism for quantummeasurement by elevating Einstein’s kinematic result that massless particles experience zeroproper time (τ = 0) to an ontological principle: unanchored quantum fields exist atemporally.This addresses four foundational problems: the measurement problem, the nature of time, thequantum-classical boundary, and potentially the cosmological constant problem.The core mechanism—Higgs-mediated temporal anchoring—is formulated within non-equilibriumquantum field theory using Schwinger-Keldysh formalism, path integrals, second quantization,and renormalization group analysis. Energy conservation is maintained through dissipativedynamics derived from first principles. ACI’s central innovation is ontological wave-particleduality: pre-anchoring entities exist as waves (not "particles in superposition"), post-anchoringas particles. This is physical reality—waves undergo a phase transition into particles via Higgsmediated anchoring. Mathematical superposition is retained, but ontological superposition isrejected, dissolving Schr¨odinger’s cat paradox without branching universes or instrumentalism.ACI provides four distinctive contributions: (1) mechanism-based Born rule, (2) energyconserving collapse dynamics (solving CSL/GRW’s critical flaw), (3) rejection of ontologicalsuperposition via physical transition, and (4) unique, falsifiable predictions. Primary prediction: isotope-mass dependence of coherence times (τ (12C)/τ (13C) = 1.174, a 17.4% effect)—testable with current technology by 2026-2027. Preliminary SMEFT analysis indicates viableparameter space: required λA ∼ 10−20 falls well below experimental bounds of λA < 10−6. Thecosmological constant treatment is speculative; ACI’s core mechanism stands independently.
Category: Quantum Physics
[6] ai.viXra.org:2511.0047 [pdf] submitted on 2025-11-14 21:40:20
Authors: Futoshi Hamanoue
Comments: 5 Pages.
We present the first multi-phase, hardware-verified demonstration of Aurora-type phase coherence compensation (Aurora-DD) on a superconducting quantum processor. Under realistic NISQ conditions on the IBM Quantum Fez (Heron r2) backend, Aurora-DD achieves up to 98% absolute-error reduction and a mean improvement of 87% across four phase offsets (ϕ = 0.05—0.20). These values considerably exceed the performance of standard dynamical decoupling (typically 10—20%) [1, 3] and state-of-the-art ZNE methods (15—40%) [4, 5] reported in prior literature, establishing Aurora-DD as a highly effective closed-loop phase-compensation protocol experimentally validated on Heron-class hardware to date. A systematic analysis reveals consistent phase stabilization, near-ideal coherence recovery for ϕ = 0.05 and ϕ = 0.15, and a quantitatively explainable over-correction effect at ϕ = 0.10 arising from XY8 duration bias, T2 drift, and ZNE amplification. The results constitute the first hardware evidence supporting Aurora's closed-loop Δϕ compensation model and demonstrate that Aurora-DD offers a next-generation dynamic noise-control framework that outperforms all existing first-order mitigation techniques.
Category: Quantum Physics
[5] ai.viXra.org:2511.0042 [pdf] submitted on 2025-11-13 21:44:23
Authors: Martin Hristov
Comments: 9 Pages.
This paper presents a 6-dimensional pseudo-Riemannian framework that geometrizes quantum phenomena by introducing two additional temporal dimensions. Building upon the tradition of Kaluza-Klein unification [4, 5] and modern extra-dimensional theories [6, 7], we demonstrate that quantum superposition and entanglement emerge as natural consequences of temporal extension. The model is groundedin a novel spacetime conservation principle, providing a deterministic geometric basis for quantum mechanics while maintaining compati-bility with General Relativity [1]. This work extends recent insights into the geometric origin of inertia [27] and offers testable predictions distinguishing it from standard quantum field theory.
Category: Quantum Physics
[4] ai.viXra.org:2511.0032 [pdf] submitted on 2025-11-11 20:23:46
Authors: Ivars Fabriciuss
Comments: 13 Pages. (Note by ai.viXra.org Admin: Please cite listed scientific references!)
This work proposes a quantitative model of inertia as a fluctuation—dissipation response of a Planck-scale impedance boundary separating real space (R^3) from its imaginary-quaternionic counterpart (I^3). Each Planck patch of area 4 ℓu209a² behaves as a parallel LC resonator whose capacitance and inductance are fixed by the Planck geometry and the vacuum impedance Zu2080 ≈ 376.73 Ω. The model shows that the natural resonance frequency is the Planck frequency ωu209a = 1/√(L C) and that the impedance ratio equals the vacuum value Zu2080 = √(μu2080/εu2080).Acceleration introduces an effective inertial resistance R_inert that scales with a/(c ωu209a), producing a fluctuation—dissipation link between acceleration, Unruh temperature, and vacuum energy exchange. In this picture, inertia (F = ma) emerges as a boundary phenomenon arising from the Planck-scale impedance structure, unifying electromagnetic, thermodynamic, and gravitational aspects within an R^3 ⊕ I^3framework.
Category: Quantum Physics
[3] ai.viXra.org:2511.0024 [pdf] submitted on 2025-11-08 18:14:42
Authors: Futoshi Hamanoue
Comments: 2 Pages.
We report an experimental validation of the Aurora-type phase-coherence compensation (Aurora-DD-super) scheme on an IBM Quantum backend (ibm fez).This study extends previous theoretical and computational work by implementing real-device phase-coherence recovery under NISQ conditions.Using hardware-calibrated T1 = 131.95 μs and T2 = 97.15 μs, a combined ZNE and XY8 dynamical-decoupling protocol achieved an effective variance reduction from σbefore = 1.00 to σafter = 0.0042 under realistic readout and dephasing noise.These results demonstrate the feasibility of closed-loop quantum noise reduction on current-generation superconducting devices.This proof-of-concept study establishes the theoretical framework and demonstrates single-trial feasibility on IBM Quantum emulator. Multi-trial statistical validation (N ≥ 30) with randomized protocols is planned pending institutional or journal-partnered funding support.
Category: Quantum Physics
[2] ai.viXra.org:2511.0018 [pdf] submitted on 2025-11-06 04:51:35
Authors: Futoshi Hamanoue
Comments: 25 Pages. Patent application filed
This single-trial (n = 1) feasibility study implements an Aurora-type closed-loop phase-coherence compensation on an IBM Quantum emulator (hardware-equivalent configuration using ibm_fez calibration data; no actual hardware access) under realistic NISQ conditions. With calibrated T1 = 155.3 µs and T2 = 110.3 µs, multi-echo sequences (n = 3—8) combined with Zero-Noise Extrapolation (ZNE) and M3 readout mitigation show large mean-square-error (MSE) reductions in both simulator and hardware-equivalent runs. These values are single-trial point estimates (non-inferential); they indicate proof-of-concept only and require multi-trial validation (n ≥ 30) with randomized orders and formal statistics. We also report a phase-conflict when Aurora is combined with conventional dynamical decoupling (e.g., XY-8) in emulation, yielding a single-trial point estimate of −75.6% noise-reduction ratio, suggesting destructive interference within the same Lindbladian phase subspace. Throughout, the term "zero-noise extrapolated limit (ZNEL)" is used for ZNE-based numerical convergence; it does not imply a physical fixed point. We provide a preregistered plan for (i) randomized multi-trial experiments, (ii) head-to-head DD comparisons (XY-4/8, CPMG, and hybrid Aurora+DD with joint scheduling), and (iii) theoretical clarifications for QFI bounds and closed-loop convergence. All reported values are single-trial point estimates (non-inferential). We refrain from any claims of performance superiority or generalizability until randomized multi-trial validation (n ≥ 30) is completed.
Category: Quantum Physics
[1] ai.viXra.org:2511.0017 [pdf] submitted on 2025-11-07 00:42:25
Authors: Maxim Govorushkin
Comments: 69 Pages. 10.5281/zenodo.17539814 (Note by ai.viXra.org Admin: An abstract in the article is required; please cite listed scientific references))
This paper presents a comprehensive exposition of the foundations and implications of the Theory of Curved Space (TCS)—a fundamentally new geometric approach to describing fundamental physics. TCS proposes a unified paradigm based on a reconsideration of kinematic principles, where all physical phenomena, from quantum processes to cosmological objects, arise as projection effects of a unified 4-dimensional Euclidean geometry with absolute time (the 4+0 formalism).Key conceptual foundations of TCS:* **Two-way speed of light axiom:** The round-trip speed of light is postulated as a fundamental invariant, while the one-way speed is considered a conventional quantity. This resolves philosophical debates about synchronization and is consistent with all relativistic experiments (Michelson-Morley, Kennedy-Thorndike). * **Projectional nature of physical quantities:** Observed properties of particles and fields are projections of 4D geometry:* **Mass** arises as an oscillation perpendicular to the observed 3D slice and is described by the complex **"mask"** `M(x)`. * **Electric charge** is interpreted as a discrete phase orientation of a trajectory in 4D space. * **Gravitational interaction** manifests itself as a secondary wave from the primary 4D oscillations.* **Homothety conservation law:** The fundamental condition `det Q = 1` expresses the conservation of 4D phase volume and generates the universal law `ρ_hom R^2 = const`, valid at all scales.**Main Mathematical and Theoretical Results:**1. **Derivation of Kinematics and Lagrangian:** The velocity addition rules, the free particle Lagrangian `L = -mc² √(1-u²/c²) √(1-v²/c²)`, and the modified dispersion relation `E² = p²c² + m²cu2074M²(x)` are derived strictly from the axioms.2. **Factorization and Branch Structure:** The formalism of outward/backward branches with factors `χ` and `χ'`, where `χχ' = M²`, is introduced. This leads to a first-order spinor equation in 4+0 geometry, analogous to the Dirac equation, but with a fundamentally different geometric interpretation and the symmetry group SO(4).3. **Universal field equation:** A unified operator equation for a 4-component spinor is formulated, including minimal conjugation with all gauge fields (electromagnetic, weak, and strong) and the homothetic field B_μ^a. The dynamics of the latter are derived from the principle of least action, leading to Yang-Mills-type equations.4. **Explanation of fundamental constants:** Planck's constant ħ arises as the amplitude of 4D oscillations, and the gravitational constant G arises as a measure of the coupling between the primary and secondary waves.**Verifiable consequences and applications at various scales:*** **Atomic and nuclear scale:*** The homothety law `ρ_eff ~ A^{-2/3` explains the shape of the nuclear stability valley and the existence of a stability attractor in the iron-nickel region (A ≈ 56-62), which is traditionally associated with the balance of nuclear forces. * An analytical formula for the dependence `Z(A) ≈ A / (2 + γA^{2/3})` is derived, consistent with experimental data.* **Quantum mechanics and field theory:*** The Heisenberg uncertainty relation is derived geometrically from the finite amplitude of 4D oscillations. * Modifications of the threshold for `e+e-` pair production in strong fields and corrections to the tunneling effect are predicted. * The theory allows renormalization in the projection formalism, where fluctuations arise from information loss during projection, rather than from virtual particles.* **Gravity and Black Holes:*** The gravitational redshift and dynamics in the Schwarzschild field are naturally described through the mask `M(r) = √(1 - r_s/r)`. * A new interpretation of the event horizon is proposed: a particle inside the horizon is described by an evanescent (decaying) wave, and the center of the black hole is "dynamically empty." It is shown that tunneling through the horizon in the TCS formalism naturally reproduces the Hawking distribution for blackbody radiation.**Conclusion and Significance:**Curved Space Theory represents a comprehensive, mathematically consistent framework that does not contradict the established experimental basis of special relativity and general relativity, but rather offers a reinterpretation of them within a more general geometric framework. CST resolves a number of conceptual problems (synchronization conventions, singularities) and makes a number of unique, testable predictions in nuclear physics, high-energy physics, and astrophysics, paving the way for its experimental falsification or verification.**Keywords:** Curved Space Theory, CST, unified field theory, geometrization of physics, 4+0 formalism, absolute time, two-way speed of light, homothety, projected mass, modified dispersion, nuclear stability, black holes, Hawking radiation, alternative theory of gravity.---
Category: Quantum Physics