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1909.12077
Cited By
Symplectic ODE-Net: Learning Hamiltonian Dynamics with Control
26 September 2019
Yaofeng Desmond Zhong
Biswadip Dey
Amit Chakraborty
PINN
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Papers citing
"Symplectic ODE-Net: Learning Hamiltonian Dynamics with Control"
50 / 170 papers shown
Title
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Heavy Ball Neural Ordinary Differential Equations
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A Review of Physics-based Machine Learning in Civil Engineering
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Sayan Ranu
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Continuous-Time Fitted Value Iteration for Robust Policies
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Jan Peters
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Second-Order Neural ODE Optimizer
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Evangelos A. Theodorou
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Locally-symplectic neural networks for learning volume-preserving dynamics
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Neural Networks with Physics-Informed Architectures and Constraints for Dynamical Systems Modeling
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Xing Chen
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Physics perception in sloshing scenes with guaranteed thermodynamic consistency
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Symplectic Learning for Hamiltonian Neural Networks
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Florian Méhats
11
34
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22 Jun 2021
Stateful ODE-Nets using Basis Function Expansions
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N. Benjamin Erichson
Liam Hodgkinson
Michael W. Mahoney
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Scalars are universal: Equivariant machine learning, structured like classical physics
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Integrating Expert ODEs into Neural ODEs: Pharmacology and Disease Progression
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Weak Form Generalized Hamiltonian Learning
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Petrini
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No Need for Interactions: Robust Model-Based Imitation Learning using Neural ODE
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Implicit energy regularization of neural ordinary-differential-equation control
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Data-driven Prediction of General Hamiltonian Dynamics via Learning Exactly-Symplectic Maps
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Identifying Physical Law of Hamiltonian Systems via Meta-Learning
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Haesang Yang
W. Seong
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KAM Theory Meets Statistical Learning Theory: Hamiltonian Neural Networks with Non-Zero Training Loss
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Takashi Matsubara
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A Differential Geometry Perspective on Orthogonal Recurrent Models
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N. Benjamin Erichson
M. Ben-Chen
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Group Equivariant Conditional Neural Processes
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Wataru Kumagai
Akiyoshi Sannai
Yusuke Iwasawa
Y. Matsuo
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Extending Lagrangian and Hamiltonian Neural Networks with Differentiable Contact Models
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Amit Chakraborty
52
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12 Feb 2021
Noisy Recurrent Neural Networks
S. H. Lim
N. Benjamin Erichson
Liam Hodgkinson
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Continuous-Time Model-Based Reinforcement Learning
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MALI: A memory efficient and reverse accurate integrator for Neural ODEs
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Nicha Dvornek
S. Tatikonda
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Enhancing Human-Machine Teaming for Medical Prognosis Through Neural Ordinary Differential Equations (NODEs)
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E. Vorm
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Structure-preserving Gaussian Process Dynamics
K. Ensinger
Friedrich Solowjow
Sebastian Ziesche
Michael Tiemann
Sebastian Trimpe
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Optimal Energy Shaping via Neural Approximators
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Atsushi Yamashita
Hajime Asama
13
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LieTransformer: Equivariant self-attention for Lie Groups
M. Hutchinson
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Learning Poisson systems and trajectories of autonomous systems via Poisson neural networks
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Zhen Zhang
Ioannis G. Kevrekidis
George Karniadakis
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Benchmarking Energy-Conserving Neural Networks for Learning Dynamics from Data
Yaofeng Desmond Zhong
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17
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Nested Mixture of Experts: Cooperative and Competitive Learning of Hybrid Dynamical System
Junhyeok Ahn
Luis Sentis
18
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Differentiable Physics Models for Real-world Offline Model-based Reinforcement Learning
M. Lutter
Johannes Silberbauer
Joe Watson
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Simplifying Hamiltonian and Lagrangian Neural Networks via Explicit Constraints
Marc Finzi
Ke Alexander Wang
A. Wilson
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126
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LagNetViP: A Lagrangian Neural Network for Video Prediction
Christine Allen-Blanchette
Sushant Veer
Anirudha Majumdar
Naomi Ehrich Leonard
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Nonseparable Symplectic Neural Networks
S. Xiong
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Xingzhe He
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Bo Zhu
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32
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Scalable Graph Networks for Particle Simulations
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Aurélien Lucchi
Nathanael Perraudin
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Learning Thermodynamically Stable and Galilean Invariant Partial Differential Equations for Non-equilibrium Flows
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Zhiting Ma
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W. Yong
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25
16
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28 Sep 2020
"Hey, that's not an ODE": Faster ODE Adjoints via Seminorms
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Ricky T. Q. Chen
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OnsagerNet: Learning Stable and Interpretable Dynamics using a Generalized Onsager Principle
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Xinyuan Tian
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Continuous-in-Depth Neural Networks
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Time-Reversal Symmetric ODE Network
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Eunho Yang
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