Machine learning models using smartwatch data from a 54-participant test-track study detect alcohol-impaired driving with participant-averaged AUROC of 0.88 for any intoxication and 0.86 above 0.05 g/dL.
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In tunable 3D fractal lattices with spectral dimension ds from 2 to 3, the Anderson transition critical disorder increases from 0 to 16.6 and the critical exponent decreases inversely with ds.
Alternating composition of 2p operators w_j(x) ∂_x^p yields const(p) times the Wronskian of the w_j, with const(p) expressed as a signed sum over late-growing permutations and computed explicitly for p up to 6.
Dynamical correlations in a dissipative XXZ spin chain preserve early-time transport universality classes (ballistic, KPZ, diffusive) with magnon ballistic features at finite magnetization, but acquire exponential damping at long times under Lindblad evolution.
Extensive charge monitoring in free fermion systems creates discontinuities in hydrodynamic profiles and suppresses transport in the Zeno limit by treating the non-local Lindbladian as localized impurities within a GHD description.
Closed-form asymptotics for Rényi entropies in the open XX chain give 2k_F oscillations, s^{±1/α} envelopes, and -½ log log ℓ equipartition offset.
High X-ray doses inhibit Ni4+/Ni3+ redox activity during delithiation in LiNiO2, with lower-dose regions showing normal behavior, allowing identification of a safe dose threshold for reliable operando measurements.
The Levy SYK model is solved exactly at large N, with mu tuning the system from free theory at mu=0 to the standard maximally chaotic SYK at mu=2.
Active field theories require a specific density-potential gradient coupling derived from microscopic persistence to reproduce nonequilibrium behaviors like boundary accumulation.
Integrating MD simulations, physically derived scattering models, Bayesian model selection and polarisation analysis allows QENS to resolve anisotropic rotational diffusion in liquid benzene with stronger anisotropy than prior models indicated.
Alpha clustering emerges naturally in light nuclei from ab initio calculations, with dual compact and distant rotational modes proposed for clustered systems and mixed shell-cluster components in 12C.
In competitive threshold models, fixed thresholds lead to fragmentation at high resistance while fluid thresholds produce winner-takes-all consensus, with discontinuous transitions in both cases.
A two-particle factorization condition enables an entropy dissipation inequality for non-reversible binary collision models in the Boltzmann equation, yielding an H-theorem.
The symmetric Dyson exclusion process exhibits ballistic scaling and non-local hydrodynamics with current j[ρ] = (1/π) sin(πρ) sinh(π H ρ) where H is the Hilbert transform, equivalent to a local two-field system, with exact solutions for block initial states matching simulations.
Demonstration of an optical lock-in camera using a Pockels cell switch on an sCMOS array to achieve 2 Mpx imaging at 10 Hz with -62 dBc sensitivity for gravitational wave interferometer applications.
Rabtriever distills a generative reranker into an efficient bi-encoder using on-policy JEPA to achieve near-reranker accuracy with linear complexity on rationale-based retrieval.
CIR is a cross-platform container image format for Python/R-style apps that defers dependency assembly to deployment, cutting image size by 95% and deployment time by 40-60% versus traditional bundled images.
Morphing circuits optimize syndrome extraction for Abelian 2BGA and other QEC codes, yielding new circuits with improved parameters, connectivity, and stability against measurement errors.
In the Dicke model, multiparameter critical metrology achieves square-root divergent scaling for two parameters via higher-order QFIM contributions, while a Dicke dimer with triple point restores quadratic scaling for specific pairs.
Extends linear response theory to nonautonomous systems and applies it to optimal fingerprinting for attributing changes to multiple forcings in time-dependent backgrounds, with numerical tests on a climate model.
NP-completeness of knapsack and subset sum proven for max-plus and max-times matrix semigroups, with pseudo-polynomial and polynomial algorithms demonstrated.
Pseudospectrum of Schwarzschild QNMs shows stability of the fundamental mode to infrared perturbations respecting asymptotics and instability of overtones to ultraviolet high-frequency perturbations.
SLPIV with natural snowflakes maps the induction zone and velocity discrepancies between nacelle sonic anemometer and upstream flow at a utility-scale turbine, showing systematic dependence on wind speed, yaw error, and incidence angle.
Virtual evacuation study with 56 participants finds humans prefer robots that proactively use refuge niches to yield space, with a clear hierarchy over freezing or efficiency-focused strategies.
citing papers explorer
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Detecting Drunk Driving Using Off-the-Shelf Smartwatches
Machine learning models using smartwatch data from a 54-participant test-track study detect alcohol-impaired driving with participant-averaged AUROC of 0.88 for any intoxication and 0.86 above 0.05 g/dL.
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Anderson Transition and Mobility Edges in a Family of 3D Fractal Lattices
In tunable 3D fractal lattices with spectral dimension ds from 2 to 3, the Anderson transition critical disorder increases from 0 to 16.6 and the critical exponent decreases inversely with ds.
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The Alternating Compositions of Weighted Differential Operators Yield The Weights' Wronskian With Which Constant?
Alternating composition of 2p operators w_j(x) ∂_x^p yields const(p) times the Wronskian of the w_j, with const(p) expressed as a signed sum over late-growing permutations and computed explicitly for p up to 6.
-
Dynamical correlations in a dissipative XXZ spin chain
Dynamical correlations in a dissipative XXZ spin chain preserve early-time transport universality classes (ballistic, KPZ, diffusive) with magnon ballistic features at finite magnetization, but acquire exponential damping at long times under Lindblad evolution.
-
Generalized hydrodynamics of free fermions under extensive-charge monitoring
Extensive charge monitoring in free fermion systems creates discontinuities in hydrodynamic profiles and suppresses transport in the Zeno limit by treating the non-local Lindbladian as localized impurities within a GHD description.
-
Entanglement in the open XX chain: R\'enyi oscillations, hard-edge crossover, and symmetry resolution
Closed-form asymptotics for Rényi entropies in the open XX chain give 2k_F oscillations, s^{±1/α} envelopes, and -½ log log ℓ equipartition offset.
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Spatially inhomogeneous delithiation in LiNiO2 positive electrode: the effect of X-rays dose
High X-ray doses inhibit Ni4+/Ni3+ redox activity during delithiation in LiNiO2, with lower-dose regions showing normal behavior, allowing identification of a safe dose threshold for reliable operando measurements.
-
Solving L\'{e}vy Sachdev-Ye-Kitaev Model
The Levy SYK model is solved exactly at large N, with mu tuning the system from free theory at mu=0 to the standard maximally chaotic SYK at mu=2.
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How active field theories couple to external potentials
Active field theories require a specific density-potential gradient coupling derived from microscopic persistence to reproduce nonequilibrium behaviors like boundary accumulation.
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Lost in Translation: Simulation-Informed Bayesian Inference Improves Understanding of Molecular Motion From Neutron Scattering
Integrating MD simulations, physically derived scattering models, Bayesian model selection and polarisation analysis allows QENS to resolve anisotropic rotational diffusion in liquid benzene with stronger anisotropy than prior models indicated.
-
Theoretical Studies of alpha Clustering in Nuclei and Beyond
Alpha clustering emerges naturally in light nuclei from ab initio calculations, with dual compact and distant rotational modes proposed for clustered systems and mixed shell-cluster components in 12C.
-
Competitive Social Mobilization in Threshold Models of Collective Action
In competitive threshold models, fixed thresholds lead to fragmentation at high resistance while fluid thresholds produce winner-takes-all consensus, with discontinuous transitions in both cases.
-
Entropy dissipation inequality for general binary collision models
A two-particle factorization condition enables an entropy dissipation inequality for non-reversible binary collision models in the Boltzmann equation, yielding an H-theorem.
-
Emergent Hydrodynamics in an Exclusion Process with Long-Range Interactions
The symmetric Dyson exclusion process exhibits ballistic scaling and non-local hydrodynamics with current j[ρ] = (1/π) sin(πρ) sinh(π H ρ) where H is the Hilbert transform, equivalent to a local two-field system, with exact solutions for block initial states matching simulations.
-
An optical lock-in camera for advanced gravitational wave interferometers
Demonstration of an optical lock-in camera using a Pockels cell switch on an sCMOS array to achieve 2 Mpx imaging at 10 Hz with -62 dBc sensitivity for gravitational wave interferometer applications.
-
Efficient Rationale-based Retrieval: On-policy Distillation from Generative Rerankers based on JEPA
Rabtriever distills a generative reranker into an efficient bi-encoder using on-policy JEPA to achieve near-reranker accuracy with linear complexity on rationale-based retrieval.
-
CIR: Lightweight Container Image for Cross-Platform Deployment
CIR is a cross-platform container image format for Python/R-style apps that defers dependency assembly to deployment, cutting image size by 95% and deployment time by 40-60% versus traditional bundled images.
-
Optimising Quantum Error Correction Using Morphing Circuits
Morphing circuits optimize syndrome extraction for Abelian 2BGA and other QEC codes, yielding new circuits with improved parameters, connectivity, and stability against measurement errors.
-
Multi-Parameter Multi-Critical Metrology of the Dicke Model
In the Dicke model, multiparameter critical metrology achieves square-root divergent scaling for two parameters via higher-order QFIM contributions, while a Dicke dimer with triple point restores quadratic scaling for specific pairs.
-
Linear Response and Optimal Fingerprinting for Nonautonomous Systems
Extends linear response theory to nonautonomous systems and applies it to optimal fingerprinting for attributing changes to multiple forcings in time-dependent backgrounds, with numerical tests on a climate model.
-
On tropical knapsack-type problems
NP-completeness of knapsack and subset sum proven for max-plus and max-times matrix semigroups, with pseudo-polynomial and polynomial algorithms demonstrated.
-
Pseudospectrum and black hole quasi-normal mode (in)stability
Pseudospectrum of Schwarzschild QNMs shows stability of the fundamental mode to infrared perturbations respecting asymptotics and instability of overtones to ultraviolet high-frequency perturbations.
-
Investigation on the Atmospheric Incoming Flow of a Utility-Scale Wind Turbine using Super-large-scale Particle Image Velocimetry
SLPIV with natural snowflakes maps the induction zone and velocity discrepancies between nacelle sonic anemometer and upstream flow at a utility-scale turbine, showing systematic dependence on wind speed, yaw error, and incidence angle.
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Beyond Collision Avoidance: Multi-Robot Yielding and Spatial Affordance in Emergency Evacuations
Virtual evacuation study with 56 participants finds humans prefer robots that proactively use refuge niches to yield space, with a clear hierarchy over freezing or efficiency-focused strategies.
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Quantum Software Architecture Framework (QSAF): A Component-Based Framework for Designing Hybrid Quantum-Classical Systems
QSAF is a new component-based framework that organizes quantum circuit primitives into seven categories and links them through a multi-level abstraction hierarchy to support design of hybrid quantum-classical systems.
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Monitoring exposure-length variations in submarine power cables using distributed fiber-optic sensing
Regression-based features fed to a one-class SVM detect exposure-length changes in submarine cables from DAS vibration data, achieving F1 of 0.82 and correlation r=-0.83 in wave-tank tests with limited samples.
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Symmetry resolved entanglement in Lifshitz field theories
Symmetry-resolved entanglement in Lifshitz theories shows approximate equipartition among charge sectors for scalars at large z with configurational entropy dominant, while fermions show genuine equipartition only at z=1 with fluctuation entropy dominant.
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Mpemba Effect in an Expanding Lieb-Liniger Bose gas in a hard wall box
Evidence is provided for a Mpemba-type effect via time-crossing in density-based relaxation ordering for ground and excited states in an expanding Tonks-Girardeau Bose gas.
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Classical and Semiclassical Stability of Emergent Universes in Jordan-Brans-Dicke Theory
In Jordan-Brans-Dicke theory, the Einstein static universe can be made robust against classical perturbations and representative semiclassical tunneling channels by appropriate choices of the JBD potential and model parameters.
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The Hilbert Series and the Flavor Invariants of the 3HDM
Hilbert series for 3HDM global symmetries is computed with explicit invariants constructed up to cubic order.
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Design of High-energy Proton-beam Experiment Station at CSNS
HPES is a planned 1.6 GeV proton beam station at CSNS with flux control from 10^3 to 10^8 protons/s, equipped with flux/profile monitors, a 10 μm resolution telescope, and a 1% energy resolution TOF spectrometer.
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Soliton-like solutions of the Camassa--Holm equation with variable coefficients and a small dispersion
The paper constructs asymptotic expansions for one-phase and two-phase soliton-like and peakon-like solutions of the variable-coefficient Camassa-Holm equation with small dispersion and proves their asymptotic accuracy.
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Optoelectronic and Thermoelectric Properties of High-Performance AlSb Semiconductors
AlSb in cubic and hexagonal phases shows quasi-direct band gaps of 1.71 eV and 1.50 eV with strong visible-UV absorption and increasing power factor with carrier concentration when computed with mBJ+U.
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Predicting parameters of a model cuprate superconductor using machine learning
An adapted U-Net model trained on mean-field phase diagrams accurately predicts Hamiltonian parameters for a cuprate superconductor when validated on Monte Carlo simulation data.
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Comparison of two laser wavelengths for LIBS bioimaging of plants grown in lunar regolith
The 2090 nm laser produces higher signal-to-noise ratio, total emissivity, and Mg II/Mg I ionization ratio than the 1064 nm laser for LIBS bioimaging of plants in lunar regolith simulant.
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Evolutionary Phase of Universe in $f(R,L_m,T)$ Gravity: The Dynamical System Analysis
Dynamical systems analysis in f(R,L_m,T) gravity identifies stable critical points that describe different evolutionary phases of the Universe.
- Generalized Mass-to-Horizon Entropy and Horizon Thermodynamics