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Particle-in-Cell Simulations of Laser Crossbeam Energy Transfer via Magnetized Ion-AcousticWave
Yuan Shi,
John D. Moody
Posted: 07 November 2025
Quantum Gravity I—Emergent Hypercomplex Operator Gauge Theory for Microcausal Lattice Spacetime
Jau Tang
We propose a novel operator-based formulation of quantum gravity grounded in two foundational principles: a discrete causal lattice and algebraic microcausality. Departing from traditional continuum approaches and wavefunction-based quantum mechanics, this framework models spacetime and matter as emergent phenomena arising from the algebraic structure of displacement operators. In this first part of a two-part series, we construct the foundational framework and demonstrate how key features of quantum mechanics—such as the uncertainty principle, de Broglie relations, and entanglement—emerge naturally without invoking wavefunctions, path integrals, or metric-based geometry. Operator non-commutativity on the causal lattice gives rise to a self-consistent quantum structure with natural ultraviolet finiteness, intrinsic time directionality, and a microcausal interpretation of measurement. This foundational part lays the groundwork for gravitational dynamics, cosmology, and the grand unification principles of gravity and the Standard Model to be explored in the sequel to quantum gravity part II.
We propose a novel operator-based formulation of quantum gravity grounded in two foundational principles: a discrete causal lattice and algebraic microcausality. Departing from traditional continuum approaches and wavefunction-based quantum mechanics, this framework models spacetime and matter as emergent phenomena arising from the algebraic structure of displacement operators. In this first part of a two-part series, we construct the foundational framework and demonstrate how key features of quantum mechanics—such as the uncertainty principle, de Broglie relations, and entanglement—emerge naturally without invoking wavefunctions, path integrals, or metric-based geometry. Operator non-commutativity on the causal lattice gives rise to a self-consistent quantum structure with natural ultraviolet finiteness, intrinsic time directionality, and a microcausal interpretation of measurement. This foundational part lays the groundwork for gravitational dynamics, cosmology, and the grand unification principles of gravity and the Standard Model to be explored in the sequel to quantum gravity part II.
Posted: 06 November 2025
Fano Resonance Sensor with Ultra-High Spectral Resolution in a Metallic Waveguide
Er'el Granot
Posted: 06 November 2025
Photonic Vacuum Windows: A Casimir-Safe Operational Baseline
André J. H. Kamminga
Posted: 06 November 2025
The Problem of Coordination: Entropy as a Physical Quantity in Classical Thermodynamics
Evgenii Rudnyi
Posted: 06 November 2025
Resolution of the Hubble Tension by a Reversible Fractal Cosmology: The Ultimate Black Hole Framework
Juergen Schreiber
Posted: 06 November 2025
A Localized Axisymmetric Solution of the Hilbert-Einstein Equations for Spacetime Without Mass Sources
Elizabeth P. Tito,
Vadim I. Pavlov
Posted: 06 November 2025
Effect of Cholesterol and Ergosterol on the Electrical Response of Supported Lipid Bilayers: An Application of Kelvin Probe Force Microscopy
Arturo Galván-Hernández,
Omar Hernández-Villanueva,
Leonardo Ibor Ruiz-Ortega,
Iván Ortega-Blake
Posted: 06 November 2025
Generalized Maxwell Equations with Magnetic Monopole Sources in Differential-Form Representation
Bo Hua Sun
Posted: 06 November 2025
PSA-Responsive Aptamer-Based Switchable Aggregates of Ultrasmall Gold Nanoparticles
Giulia Matteoli,
Pasquale Mastella,
Elisa Ottalagana,
Riccardo Nifosì,
Luca Bellucci,
Fabio Beltram,
Giovanni Signore,
Stefano Luin
Posted: 05 November 2025
Field-Mediated Time: A Covariant Framework for Gauge-Invariant Temporal Modulation
James C Hateley
Posted: 05 November 2025
A Natural Explanation of Dark Matter based upon Hawking’s Cosmology and an Improved Prediction Algorithm for Galaxy Rotation Curves and Cluster Velocity Dispersions
G.M. van Uffelen
Posted: 04 November 2025
Unifying Penrose Process and Blandford–Znajek Mechanism using Negative Phase Velocity
Sandi Setiawan
Posted: 04 November 2025
Electroweak Hierarchy Stabilization in Cosmic Energy Inversion Theory (CEIT)
Ashour Ghelichi
Posted: 04 November 2025
Einstein and Debye Temperatures, Electron-Phonon Coupling Constant and a Probable Mechanism for Ambient-Pressure Room-Temperature Superconductivity in Intercalated Graphite
Evgeny Talantsev
Posted: 04 November 2025
A Glitch in Simulation or Reality: The Limits of Digital Ontology as Cosmological Theory
Sameer Al Khawaja
Posted: 04 November 2025
Fixed-Point Analysis of FLRW Cosmology Through the Einstein Tensor Cycle Transformation
Hirokazu Maruyama
We define the iterative map from the metric \( g_{\mu\nu} \) to the Einstein tensor \( G_{\mu\nu} \) as the Einstein Tensor Cycle (ETC) transformation, \( g^{(n+1)}_{\mu\nu} := G_{\mu\nu}[g^{(n)}] \), and geometrically characterize Einstein spaces containing the cosmological constant \( \Lambda \) through its fixed points \( G_{\mu\nu}=\lambda g_{\mu\nu} \). The FLRW metric's fundamental symmetries---spatial isotropy (SO(3)) and spacetime homogeneity---are preserved under the ETC transformation and manifest as a fixed-point structure. We apply the ETC transformation to the FLRW metric with curvature parameters \( k=\pm1,0 \), analyzing how distinct spatial geometries are uniformly derived through a single iteration procedure. For the de Sitter family (\( H_{0}=\sqrt{\Lambda/3} \)), we confirm that \( G_{00}=\Lambda \) and corresponding spatial components are realized in the first transformation and remain invariant in subsequent iterations for both k=+1 with \( a(t)=a_{0}\cosh(H_{0}t) \) and k=-1 with \( a(t)=a_{0}\sinh(H_{0}t) \). For the flat case (k=0), the Friedmann equation \( G_{00}=8\pi G\rho/c^{2} \) is reproduced under exponential expansion. The ETC transformation functions as a unified framework that simultaneously provides solution identification and stability evaluation in cosmological models, clarifying the deep relationship between spacetime symmetry and fixed-point structure.
We define the iterative map from the metric \( g_{\mu\nu} \) to the Einstein tensor \( G_{\mu\nu} \) as the Einstein Tensor Cycle (ETC) transformation, \( g^{(n+1)}_{\mu\nu} := G_{\mu\nu}[g^{(n)}] \), and geometrically characterize Einstein spaces containing the cosmological constant \( \Lambda \) through its fixed points \( G_{\mu\nu}=\lambda g_{\mu\nu} \). The FLRW metric's fundamental symmetries---spatial isotropy (SO(3)) and spacetime homogeneity---are preserved under the ETC transformation and manifest as a fixed-point structure. We apply the ETC transformation to the FLRW metric with curvature parameters \( k=\pm1,0 \), analyzing how distinct spatial geometries are uniformly derived through a single iteration procedure. For the de Sitter family (\( H_{0}=\sqrt{\Lambda/3} \)), we confirm that \( G_{00}=\Lambda \) and corresponding spatial components are realized in the first transformation and remain invariant in subsequent iterations for both k=+1 with \( a(t)=a_{0}\cosh(H_{0}t) \) and k=-1 with \( a(t)=a_{0}\sinh(H_{0}t) \). For the flat case (k=0), the Friedmann equation \( G_{00}=8\pi G\rho/c^{2} \) is reproduced under exponential expansion. The ETC transformation functions as a unified framework that simultaneously provides solution identification and stability evaluation in cosmological models, clarifying the deep relationship between spacetime symmetry and fixed-point structure.
Posted: 04 November 2025
Understanding Gameplay Acceleration Ability, Using Static Start Assessments. Have We Got It Right?
Mark Edward Pryer,
John Cronin,
Jono Neville,
Nick Mascioli,
Chris Slocum,
Sean Barger,
Aaron Uthoff
Despite athletes initiating sprints from dynamic starts during gameplay, sprint performance is traditionally measured from a static position. This article aimed to determine whether static start or “pickup” acceleration are related or relatively independent motor qualities by assessing their relationship and examining how athletes’ rank order changes between static and pickup conditions. Thirty-one male athletes (20.3 ± 5.3 years) completed two 30 m sprints from a static start and two 30 m pickup accelerations following 20 m paced entries at 1.5 and 3.0 m/s, regulated by an LED system. Peak acceleration (amax) was measured via a horizontal linear position encoder (1080 Sprint). The shared variance between amax from the static and pickup starts was R2 =11.6-39.6%, indicating, for the most part, a great amount of unexplained variance. The shared variance between pickup acceleration entry velocities was R2 = 16.8%. Visual analysis of an individualized rank order table confirmed that, for the most part, the fastest static start athletes differed from the fastest pickup athletes. In summary, static and pickup acceleration seem relatively distinct motor abilities, most likely requiring a paradigm shift in strength and conditioning practice in terms of acceleration assessment and development.
Despite athletes initiating sprints from dynamic starts during gameplay, sprint performance is traditionally measured from a static position. This article aimed to determine whether static start or “pickup” acceleration are related or relatively independent motor qualities by assessing their relationship and examining how athletes’ rank order changes between static and pickup conditions. Thirty-one male athletes (20.3 ± 5.3 years) completed two 30 m sprints from a static start and two 30 m pickup accelerations following 20 m paced entries at 1.5 and 3.0 m/s, regulated by an LED system. Peak acceleration (amax) was measured via a horizontal linear position encoder (1080 Sprint). The shared variance between amax from the static and pickup starts was R2 =11.6-39.6%, indicating, for the most part, a great amount of unexplained variance. The shared variance between pickup acceleration entry velocities was R2 = 16.8%. Visual analysis of an individualized rank order table confirmed that, for the most part, the fastest static start athletes differed from the fastest pickup athletes. In summary, static and pickup acceleration seem relatively distinct motor abilities, most likely requiring a paradigm shift in strength and conditioning practice in terms of acceleration assessment and development.
Posted: 03 November 2025
Temporal Convergence Framework: Distinguishing Structure from Coincidence in High-Precision, Low-Dimensionality Parameter Spaces
Andrew Michael Brilliant
Posted: 03 November 2025
Advancing String Theory with 4G Model of Final Unification
Satya Seshavatharam U.V,
Lakshminarayana S,
Gunavardhana Naidu T
Posted: 03 November 2025
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