This paper investigates physical diagnosis for robots facing unfamiliar conditions, defining six ordered empirical conditions required for behavior improvement, and validates the chain in controlled and public environments.
See LICENSE filerobot diagnosisphysical adaptationtest-time inference
This paper investigates the acoustic dip phenomenon in the effective temperature of hot Brownian particles in compressible solvents, revealing how finite sound speed modifies the fluctuation-dissipation relation in the kinetic regime.
See LICENSE filehot Brownian motionacoustic effectfluctuation-dissipation
Proposes TASE-stabilized Time-Evolving Natural Gradient (TENG) method that projects time-discrete target states onto the neural-network manifold via local natural-gradient iterations to address stability constraints in stiff diffusion-dominated PDEs.
See LICENSE fileTime-Evolving Natural GradientDiffusion-Dominated PDEsNeural PDE Approximation
Introduces a computational framework for mechanical systems combining reservoir encoding and active inference, enabling adaptive learning in changing environments beyond traditional passive design and offline optimization constraints.
See LICENSE fileReservoir ComputingActive InferenceCognitive Behavior
Proposes test-time trained flow matching for Bayesian filtering, enabling continuous distribution representation for state estimation in high-dimensional physical systems.
See LICENSE filestate estimationflow matchingBayesian filtering
Presents a method using sparse differentiation to compute exact molecular Hessians from machine learning interatomic potentials, reducing computational complexity from O(N²) to O(N), overcoming limitations for large atomistic systems.
See LICENSE filemolecular dynamicsinteratomic potentialsHessian matrix
Establishes asymptotic-preserving property of exponential Euler method for stochastic reaction-diffusion-advection equations in R² under fast Hamiltonian advection with multiple critical points, reducing dynamics to a stochastic PDE on a noncompact metric graph.
See LICENSE fileexponential Euler methodasymptotic preservationstochastic PDE
Proposes NeSTR method that learns the S-Transform on a finite dimensional subspace of white noise test space to reconstruct stochastic solutions for Gaussian SPDEs.
See LICENSE fileSPDENeural S-TransformGaussian Process
Develops a general theory of rolling construction for arbitrary 2D crystals to create nanotubes, implementing an open-source library NTBuilder with desktop and web interfaces, providing a catalog of 20 million structures with exact unit cell calculations.
See LICENSE filenanotube construction2D crystalsmaterials science
Proposes D3DWA, an adaptive DWA framework using Dueling Double Deep Q-Network to adjust weights and prediction horizon for improved robot navigation in varied environments.
See LICENSE filerobot navigationdeep reinforcement learningpath planning
Proposes neural network-based pulse deconvolution for FCC-ee's high-granularity dual-readout calorimeter, leveraging timing separation of Cherenkov and scintillation signals to improve energy resolution.
See LICENSE fileParticle DetectorCalorimeterPulse Deconvolution
DeViGrasp introduces methods to systematically examine how occlusion, segmentation-mask dropout, depth noise, and target-localization jitter affect grasp reasoning and target tracking for quadruped manipulators, improving whole-body control robustness under degraded perception.
See LICENSE filequadruped robotrobust graspingdegraded perception
Proposes a subcell-refined entropy-residual-driven limiter for high-order DG methods on Legendre-Gauss-Lobatto nodes, enabling robust simulation of under-resolved nonlinear hyperbolic systems while preserving accuracy via nearest-neighbor pairwise dissipation.
See LICENSE fileDiscontinuous Galerkinentropy residualhigh-order methods
Neural networks trained on 4DSTEM diffraction patterns enable rapid identification of LiNiO2 and NiO material phases, providing a computationally efficient approach for analyzing large sets of materials image data.
See LICENSE filePhase Prediction4DSTEM DiffractionNeural Networks
An SO(3)-equivariant neural network predicts the full 6×6 grand resistance matrix for microparticles in Stokes flow, outperforming traditional scalar drag correlations by preserving orientation dependence and rotational response.
See LICENSE fileStokes flowresistance tensorequivariant neural network
A receiver-side physics-informed residual digital twin for inter-satellite optical links that integrates Gaussian optics and quadrant-photodetector physics with an autoregressive ridge model to predict and compensate residual line-of-sight motion under sensor noise and actuator latency.
See LICENSE fileSatellite Optical CommunicationPhysics-Informed Digital TwinLine-of-Sight Tracking
This research applies Bayesian optimization and surrogate modeling to investigate urban canopy parameter ranges for heat mitigation, analyzing trade-offs among daytime air temperature, nighttime air temperature, and Universal Thermal Climate Index (UTCI) in urban environments.
See LICENSE fileUrban Heat IslandBayesian OptimizationSurrogate Model
This paper establishes a foundation for physically interpretable RF sensing that disentangles reflector speed from geometry, jointly recovering speed, geometry factor, relative amplitude, and width of dominant Doppler ridges for improved applicability in unconstrained real-world settings.
See LICENSE fileRF sensingDopplerelectromagnetic sensing
A history-conditioned physics-informed flow-matching framework for probabilistic dynamics prediction of tendon-driven continuum robots, addressing uncertainties from material behavior, tendon transmission, friction, and contact.
See LICENSE fileContinuum RobotFlow MatchingProbabilistic Dynamics