Derives the same entanglement phase from frame dragging via Schrödinger evolution and path-integral methods in linearized gravity, including retardation effects, under locality assumptions that would imply non-classical gravity.
Weinberg,Gravitation and Cosmology: Principles and Applications of the General Theory of Relativity(John Wiley and Sons, New York, 1972)
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Analytic gravitational waveforms from radial test-particle infall into a thin-shell traversable wormhole exhibit a characteristic pulse-gap structure from repeated throat crossings and lie within reach of ground-based detectors at ~500 Mpc.
A new metric-affine gravity toy model dynamically generates a global time function via projective invariance breaking to enforce stable causality, recovering mimetic gravity and yielding a broader dark sector.
A systematic mapping is derived from GUP parameters in minimal-length quantum theory to higher-order curvature coefficients in extended gravity, with an application yielding an upper bound on the minimal measurable length via light deflection corrections.
Incorporating non-local gravitational self-energy from a T-duality-inspired model yields a regular neutral black-hole metric with extremal Planck-mass particle-black-hole solutions that are thermodynamically stable and suggested as dark matter.
Semi-analytic modeling of supernova cooling with six PNS parameters yields bounds on axion-nucleon coupling versus ALP mass that match numerical simulation results.
Local Hubble constant anisotropy in Cosmicflows-4 data is primarily attributed to peculiar velocities and survey structure rather than cosmic-scale isotropy violation, with limited implications for the Hubble tension.
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Relativistic Gravity-Induced Entanglement via Frame Dragging
Derives the same entanglement phase from frame dragging via Schrödinger evolution and path-integral methods in linearized gravity, including retardation effects, under locality assumptions that would imply non-classical gravity.