Understand
We propose Symplectic Recurrent Neural Networks (SRNNs) as learning algorithms that capture the dynamics of physical systems from observed trajectories.
- An SRNN models the Hamiltonian function of the system by a neural network and furthermore leverages symplectic integration, multiple-step training and initial state optimization to address the challenging numerical issues associated with Hamiltonian systems.
- We show that SRNNs succeed reliably on complex and noisy Hamiltonian systems.
- We also show how to augment the SRNN integration scheme in order to handle stiff dynamical systems such as bouncing billiards.
Reading the bibliography…