Riemannian Neural Hamiltonian Flows: Geodesic Symplectic Transport and Interpretability
Riemannian Neural Hamiltonian Flows are introduced, which combine the fixed kinetic energy of a Riemannian manifold, a learned scalar potential, and an explicit geodesic leapfrog integrator to explain how the learned Hamiltonian can be made interpretable.
Vincent Souveton
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