Open-Sources
Tracking-Control
A model-free, machine-learning framework to control a robotic manipulator using only partially observed states, where the controller is realized by reservoir computing. The effectiveness is demonstrated using a variety of periodic and chaotic signals.
Reservoir-Computing-and-Hyperparameter-Optimization
Reservoir computing (echo state network) for short- and long-term prediction of chaotic systems, with tasks Lorenz and Mackey-Glass systems as examples. Bayesian optimization (hyperparameter optimization algorithm) is used to tune the hyperparameters and improve the performance.
Parameter-Tracking-with-Machine-Learning
Tracking parameters within the system from which only partial state observation is available.
Dynamics-Reconstruction-ML
Bridging known and unknown dynamics. Training on a diverse of dynamical systems, and testing on new unseen target systems with sparse and random observations.
AMOC
Reservoir computing to predict the Atlantic Meridional Overturning Circulation (AMOC) evolution in short term.
Power-grid-attack-detection-and-state-estimation-with-machine-learning
Detecting attacks and estimating states of power grids from partial observations with machine learning.
Meta-learning-Ecosystems
Learning to learn ecosystems from limited data - a meta-learning approach
Dynamical-Systems-Control-with-Machine-Learning
Controlling dynamical systems by reservoir computing, with chaotic Lorenz system as an example.
