(1) 완료

Neural Ordinary Differential Equation

Learning subgrid-scale models with Neural Ordinary Differential Equations

Stabilized neural ordinary differential equations for long-time forecasting of dynamical systems

Stochastic Parameterization and Model Uncertainty in the Lorenz 96 system

Modeling Chaotic Lorenz ODE System using Scientific Machine Learning

Memory-based parameterization with differentiable solver: Application to Lorenz ’96

Learning Reduced Systems via Deep Neural Networks with Memory

Extracting and Modeling the Effects of Small-Scale Fluctuations on Large-Scale Fluctuations by Mori–Zwanzig Projection Operator Method

(2) 진행 중

NDDE with learnable delays

(3) 진행 예정

Latent ODE for irregularly sampled time series

The road from MLE to EM to VAE

Delay Embedding Forecasting Machine

Data-Driven Learning for the Mori-Zwanzig Formalism

Physics Informed Neural Network