Papers & Surveys

Must-read benchmark papers and technical surveys (no news or industry reports)

Fourier Neural Operator (Original Paper)

Foundational Paper
Introduces neural operators with integral kernels parameterized in Fourier space, enabling resolution-invariant PDE solving - a foundational and highly cited work in physics AI.
arXiv preprint (copyright held by authors) FNONeural OperatorFoundational

Gnomon: Physics-Informed Link-State Forecasting for LEO Networks

Electromagnetics
Gnomon introduces a physics-informed system that reconstructs LEO satellite serving geometry and signal attenuation to forecast user-perceived downlink/uplink throughput and RTT under varying trace availability.
See LICENSE file LEO satellitePhysics-Informed Neural Networklink prediction

Beyond Point Prediction: Artificial Representative Trees with Uncertainty

ScientificML
Proposes combining Artificial Representative Trees with leaf-wise Mondrian Conformal Predictive Systems to enable a single decision tree to provide continuous predictions, prediction intervals, and probabilistic outputs as an interpretable ML approach.
See LICENSE file Decision TreesInterpretable MLUncertainty Quantification

An improved periodic activation for PINNs reconstructing convective flows

ScientificML
This paper proposes an improved periodic activation using complex exponential functions generating paired sine-cosine outputs for Physics-Informed Neural Networks, demonstrating superior performance over sine-activated MLPs in reconstructing temperature fields from sparse velocity data in convective flows.
See LICENSE file PINNsperiodic activationconvective flows

Beyond Phase Reduction: Amplitude Collapse in Optimal Control of Coupled Oscillators

Multibody
This paper solves the four-dimensional HJB equation for two diffusively coupled Stuart-Landau-like oscillators to obtain full-state optimal feedback control, revealing a sharp transition in control strategy from phase synchronization to amplitude collapse at a critical coupling threshold.
See LICENSE file coupled oscillatorsHJB equationamplitude collapse

One-Step Generative Surrogate Models via Block-Triangular Joint Drifting

ScientificML
Proposes block-triangular joint drifting to overcome the challenge of estimating conditional distributions in stochastic transition modeling, enabling one-step generative surrogate models for trajectory data prediction.
See LICENSE file generative surrogate modelstochastic processstate transition
201–220 / 220
1 …9 10 11
Go to