562 papers
This paper demonstrates that perfect transmission of Dirac particles in a one-dimensional double square barrier model forms a continuous curve extending from the above-barrier to the Klein zone, revealing a fundamental connection between relativistic Klein tunneling and non-relativistic resonant transmission even for subcritical barrier heights.
This paper investigates the properties and observational signatures of electrically charged exotic compact objects in Einstein-scalar-Maxwell theories, demonstrating their shell-like structure and establishing constraints on model parameters by analyzing photon rings, gravitational lensing, and innermost stable circular orbits.
This paper presents a rigorous 3BF model of quantum gravity coupled to Standard Model matter within higher gauge theory, achieved by discretizing the action and path integral on a piecewise-flat spacetime manifold to enable a well-defined quantum formulation and preliminary semiclassical analysis.
This paper investigates an acoustic black hole within Hayward spacetime derived from relativistic Gross-Pitaevskii theory, numerically analyzing its shadow, quasinormal modes, and analogue Hawking radiation to demonstrate how a tuning parameter enhances emission rates and shadow size while stabilizing oscillation frequencies through effective potential modifications.
This paper demonstrates that a universal propagation scale and an emergent Lorentzian causal structure can arise dynamically from purely relational, scale-invariant -body dynamics on shape space, suggesting that relativistic kinematics may originate from the spectral properties of configuration geometry.
This paper investigates generalizations of deformations to higher dimensions by deriving non-local and non-isotropic uplifts of the two-dimensional flow, as well as establishing stress-tensor flow equations for Dirac-Nambu-Goto and Born-Infeld actions in various dimensions.
This paper proposes a unified cosmological origin where a broad enhancement of the primordial curvature power spectrum simultaneously explains the existence of planet-mass primordial black holes as dark matter and the nanohertz stochastic gravitational-wave background detected by pulsar timing arrays.
This study utilizes lattice QCD simulations to analyze the Dirac eigenspectrum at finite temperature, revealing how intermediate level statistics and Thouless conductance serve as diagnostics for the interplay between chiral symmetry restoration and disorder-driven localization, particularly in the context of the effective restoration of the anomalous symmetry.
This paper proposes a class of models based on a gauged flavor symmetry that simultaneously explains the fermion mass hierarchy via the Froggatt-Nielsen mechanism and solves the strong CP problem with a high-quality axion, while also providing a unified framework for dark matter, leptogenesis, and testable flavor-changing predictions.
This paper investigates the analytical dynamics of spinning particles in pp-wave spacetimes, including plane gravitational and impulsive shockwaves, by utilizing specific spin supplementary conditions and Hamiltonian formalisms to establish a relationship between these motions and electromagnetic fields via gauge-gravity duality.
This paper introduces a family of "asymptotically solvable" quantum circuits that exhibit generic, chaotic dynamics at short times while becoming exactly solvable at longer times, thereby providing a bridge to understand non-equilibrium quantum matter through exact analytical results and numerical experiments on both equilibrium correlations and thermalization.