2584 papers
This paper presents a systematic calculation of non-dissipative, quantum-origin second-order hydrodynamic corrections to the stress-energy tensor and currents for free boson and Dirac fields in thermal vorticity, deriving their Kubo formulae via equilibrium correlators and demonstrating that the axial current receives vorticity-proportional corrections independent of anomalous terms.
This paper constructs the first scaling limit of a non-Abelian lattice Yang-Mills theory in dimensions higher than two by demonstrating that, under specific gauge fixing and coupling limits, the Yang-Mills-Higgs model converges to a massive Gaussian field, thereby providing the first rigorous proof of mass generation via the Higgs mechanism in such a setting.
This paper extends the Eigenstate Thermalization Hypothesis beyond its traditional microcanonical limits by demonstrating "generic ETH" in a qutrit lattice system with conserved quasilocal charge, where thermalization signatures persist even in states far outside standard energy and charge windows.
This paper rigorously establishes the ultraviolet finiteness of topological-holomorphic field theories on and proves that quantum anomalies vanish—specifically for odd loops when and entirely when —thereby enabling the construction of a factorization algebra structure for their quantum observables.
The paper demonstrates that the standard low-energy effective field theory of quantum gravity predicts unobservably small vacuum fluctuations in interferometers, implying that any future detection of large gravitationally-induced length variations would signal a fundamental breakdown of this theory.
This paper presents a new general solution for gravitational field equations in quantum fluctuation modified gravity that encompasses various Kiselev black hole configurations, while analyzing their energy conditions, Hawking temperatures, and constraints on metric fluctuation parameters.
This paper establishes a rigorous mathematical framework for Gaussian random variables with negative variance to prove the timelike DOZZ formula for 3-point correlation functions and derive expressions for -point functions in timelike Liouville field theory, demonstrating their convergence to correct semiclassical limits.
This paper proposes a novel low-scale leptogenesis mechanism enabled by a first-order electroweak phase transition, which keeps sphalerons active below the standard decoupling temperature to convert lepton asymmetry into baryon asymmetry even for right-handed neutrinos with masses as low as 35 GeV, offering potential detection signatures through stochastic gravitational waves and accelerator experiments.
This paper investigates normal mode analysis in relativistic massive transport by demonstrating how particle mass induces coupling between sound and heat channels, alters the branch cut structure responsible for Landau damping, and leads to non-monotonic dependencies in the critical wavenumbers for collective modes.
This paper presents a systematic framework for deriving non-relativistic effective field theories from relativistic theories with generic, potentially non-analytic self-interactions, establishing an effective fluid description and extending the formalism to cosmological settings to analyze ultra-light dark matter models, boson stars, and dark matter halo cores.
This paper investigates the Lorentzian gravitational path integral for 4D Gauss-Bonnet gravity, demonstrating that complex deformation of the coupling effectively resolves degeneracies arising from anti-linear symmetries and ensures compatibility with the KSW criterion for No-boundary geometries.
This paper provides an exact analytical solution for gravitational wave propagation in ghost-free bimetric gravity during a late-time de Sitter epoch, deriving new observational bounds from GW170817 and demonstrating that massless and massive graviton components maintain coherence even when temporally resolved.
This paper classifies positive traces on the Coulomb branch algebras of specific three-dimensional and four-dimensional gauge theories, focusing on quantizations of type Kleinian singularities and algebras associated with pure and gauge theories.
This paper presents a new black hole solution in bumblebee gravity with non-commutative corrections, analyzing its horizon properties, light propagation, and shadow to derive observational constraints from Event Horizon Telescope data and Solar System experiments.
This paper demonstrates that black holes with significant synchronized or resonant bosonic hair are dynamically unstable, causing their event horizons to be ejected from the center of their scalar environments in a process termed "splitting."
This paper demonstrates that while nonanalyticities associated with dynamical quantum phase transitions in dissipative free-fermion systems can persist under purely gain or purely loss processes, they are completely smeared out as soon as both channels are simultaneously active, a phenomenon accompanied by the emergence of a nested lightcone structure in the reduced Loschmidt echo dynamics.
This paper establishes a direct connection between three-dimensional gravity with chiral boundary conditions and a class of forced integrable systems, demonstrating that the boundary dynamics are governed by a forced potential modified KdV equation where the forcing term is self-consistently determined by the eigenfunctions of an associated Schrödinger operator.
This paper utilizes finite-temperature QCD sum rules with updated quark masses and lattice-informed condensates to predict the thermal evolution of masses and decay constants for , , and mesons up to near-critical temperatures, revealing a suppression hierarchy consistent with binding energies and confirming the -- splitting observed by LHCb.
This paper introduces first-order noncommutative corrections to Einstein-nonlinear electrodynamics using a Drinfel'd twist and Seiberg-Witten map, deriving perturbative solutions for static, spherically symmetric dyonic black holes that account for both intrinsic electromagnetic nonlinearity and noncommutative geometric effects.
This paper utilizes the instanton liquid model enhanced by correlated instanton-anti-instanton pairs to derive and analyze the transverse distribution of the color Lorentz force acting on quarks in pions and nucleons, demonstrating that these force form factors are intimately related to gravitational and transversity form factors and yield results for nucleons consistent with recent lattice QCD calculations.