AI Poincarรฉ: Machine Learning Conservation Laws from Trajectories

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Authors Ziming Liu, Max Tegmark arXiv ID 2011.04698 Category cs.LG: Machine Learning Cross-listed astro-ph.EP, nlin.SI, physics.class-ph Citations 135 Venue Physical Review Letters Last Checked 4 months ago
Abstract
We present AI Poincarรฉ, a machine learning algorithm for auto-discovering conserved quantities using trajectory data from unknown dynamical systems. We test it on five Hamiltonian systems, including the gravitational 3-body problem, and find that it discovers not only all exactly conserved quantities, but also periodic orbits, phase transitions and breakdown timescales for approximate conservation laws.
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