Symmetry-enforced diffusive Langevin dynamics plus decoherence of high-momentum modes produces a universal momentum distribution that yields the parameter-free prediction C=3 for the coherence spreading constant ℓ²(t) = C ħ t / m.
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14 Pith papers cite this work. Polarity classification is still indexing.
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Derives interface dynamics and fluctuations from bulk fluctuating hydrodynamics for equilibrium and non-equilibrium models, with a warning on a popular ansatz for active systems.
Monte Carlo simulations of short-time dynamics in the 3D cubic dimer model extract Tc = 0.672(1), β/ν = 0.581(5), z = 1.92(1), and negative θ = -1.052(5), attributed to SO(5) symmetry and U(1) gauge constraint.
Frustrated Brownian particles on 2D manifolds form a precessing ring whose orientation dynamics are governed by the RP^2 nonlinear sigma model, with the rotational diffusion coefficient and ring profile fixed by simulations to reproduce multiple diagnostics without further parameters.
Coulomb interactions turn a Berry-dipole semimetal into an anisotropic non-Fermi liquid with amplified topological Berry dipole under renormalization-group flow.
Active Model B+ exhibits mean-field critical scaling identical to AMB and supercritical coarsening with logarithmic corrections to t^{1/3} growth that are suppressed by active currents, leading to arrested microphase separation.
Flow alignment in nematic fluids creates bend-splay walls that lower defect nucleation thresholds and prevent recombination, replacing the reversible BKT transition with persistent unbound defects.
In the large-N limit of the quantum O(N) model, post-quench entanglement entropy shows logarithmic corrections and gapless modes at and below the dynamical critical point, with scaling set by the dynamical exponent.
Diffusion models suffer critical slowing down when sampling near criticality in the O(n) model but deeper local architectures reduce training-time scaling from quadratic to logarithmic in system size.
A Rayleigh-quotient-based thermodynamic geometry reformulates relaxation dynamics as entropic stiffness versus frictional dissipation, with linear vanishing of the slow relaxation rate near the critical temperature in a van der Waals gas.
Derives unifying hydrodynamics for motility-regulated active matter from particles to polymers, captured by orientation autocorrelation tensor, and identifies anti-MIPS in quorum-sensing polymers.
Nonlinear electron-phonon interactions drive light-induced symmetry switching in charge-density waves, as captured by a new first-principles simulation framework that reproduces key experimental features in TiSe2.
Gaussian superconducting fluctuations produce distinct two-point magnetic noise spectra in 2D and wire systems that are directly measurable by NV-center spin qubits.
False vacuum decay in flat-band ferromagnets shows that quantum geometry governs magnetization bubble dynamics in metals and allows dynamical access to chiral edge modes in quantum Hall ferromagnets.
citing papers explorer
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Universal Speed Limit in a Far-from-Equilibrium Bose Gas: Symmetry and Dynamical Decoherence
Symmetry-enforced diffusive Langevin dynamics plus decoherence of high-momentum modes produces a universal momentum distribution that yields the parameter-free prediction C=3 for the coherence spreading constant ℓ²(t) = C ħ t / m.
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From bulk to interface dynamics, in and out of equilibrium
Derives interface dynamics and fluctuations from bulk fluctuating hydrodynamics for equilibrium and non-equilibrium models, with a warning on a popular ansatz for active systems.
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Short-time critical dynamics in the classical cubic dimer model
Monte Carlo simulations of short-time dynamics in the 3D cubic dimer model extract Tc = 0.672(1), β/ν = 0.581(5), z = 1.92(1), and negative θ = -1.052(5), attributed to SO(5) symmetry and U(1) gauge constraint.
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Frustrated Fields: Statistical Field Theory for Frustrated Brownian Particles on 2D Manifolds
Frustrated Brownian particles on 2D manifolds form a precessing ring whose orientation dynamics are governed by the RP^2 nonlinear sigma model, with the rotational diffusion coefficient and ring profile fixed by simulations to reproduce multiple diagnostics without further parameters.
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Topological anisotropic non-Fermi liquid from a Berry-dipole semimetal
Coulomb interactions turn a Berry-dipole semimetal into an anisotropic non-Fermi liquid with amplified topological Berry dipole under renormalization-group flow.
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Critical scaling and supercritical coarsening in Active Model B+
Active Model B+ exhibits mean-field critical scaling identical to AMB and supercritical coarsening with logarithmic corrections to t^{1/3} growth that are suppressed by active currents, leading to arrested microphase separation.
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Flow Coupling Alters Topological Phase Transition in Nematic Liquid Crystals
Flow alignment in nematic fluids creates bend-splay walls that lower defect nucleation thresholds and prevent recombination, replacing the reversible BKT transition with persistent unbound defects.
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Entanglement entropy across the dynamical phase transition in the quantum $\mathcal{O}(N)$ model
In the large-N limit of the quantum O(N) model, post-quench entanglement entropy shows logarithmic corrections and gapless modes at and below the dynamical critical point, with scaling set by the dynamical exponent.
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The critical slowing down in diffusion models
Diffusion models suffer critical slowing down when sampling near criticality in the O(n) model but deeper local architectures reduce training-time scaling from quadratic to logarithmic in system size.
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Thermodynamic Geometry of Relaxation
A Rayleigh-quotient-based thermodynamic geometry reformulates relaxation dynamics as entropic stiffness versus frictional dissipation, with linear vanishing of the slow relaxation rate near the critical temperature in a van der Waals gas.
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Unifying hydrodynamic theory for motility-regulated active matter: from single particles to interacting polymers
Derives unifying hydrodynamics for motility-regulated active matter from particles to polymers, captured by orientation autocorrelation tensor, and identifies anti-MIPS in quorum-sensing polymers.
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Nonlinear electron-phonon coupling drives light-induced symmetry switching in charge-density waves
Nonlinear electron-phonon interactions drive light-induced symmetry switching in charge-density waves, as captured by a new first-principles simulation framework that reproduces key experimental features in TiSe2.
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Signatures of Gaussian superconducting fluctuations in nonlocal noise magnetometry
Gaussian superconducting fluctuations produce distinct two-point magnetic noise spectra in 2D and wire systems that are directly measurable by NV-center spin qubits.
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False Vacuum Decay in Flat-Band Ferromagnets: Role of Quantum Geometry and Chiral Edge States
False vacuum decay in flat-band ferromagnets shows that quantum geometry governs magnetization bubble dynamics in metals and allows dynamical access to chiral edge modes in quantum Hall ferromagnets.