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2001.04385
Cited By
Universal Differential Equations for Scientific Machine Learning
13 January 2020
Christopher Rackauckas
Yingbo Ma
Julius Martensen
Collin Warner
K. Zubov
R. Supekar
Dominic J. Skinner
Ali Ramadhan
Alan Edelman
AI4CE
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Papers citing
"Universal Differential Equations for Scientific Machine Learning"
50 / 74 papers shown
Title
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Understanding and Mitigating Membership Inference Risks of Neural Ordinary Differential Equations
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Neural Port-Hamiltonian Differential Algebraic Equations for Compositional Learning of Electrical Networks
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Structural Constraints for Physics-augmented Learning
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Learning Hybrid Dynamics Models With Simulator-Informed Latent States
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Alison Lesley Marsden
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Automatic Differentiation for Inverse Problems with Applications in Quantum Transport
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E. Polizzi
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Trainability, Expressivity and Interpretability in Gated Neural ODEs
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Neural Astrophysical Wind Models
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Locally Regularized Neural Differential Equations: Some Black Boxes Were Meant to Remain Closed!
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Interpretable Polynomial Neural Ordinary Differential Equations
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Automatic differentiation and the optimization of differential equation models in biology
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Optimizing differential equations to fit data and predict outcomes
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Machine Learning and Deep Learning -- A review for Ecologists
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Monarch: Expressive Structured Matrices for Efficient and Accurate Training
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Christopher Ré
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Input-to-State Stable Neural Ordinary Differential Equations with Applications to Transient Modeling of Circuits
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Trust in AI: Interpretability is not necessary or sufficient, while black-box interaction is necessary and sufficient
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Physics-informed neural networks for solving parametric magnetostatic problems
Andrés Beltrán-Pulido
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Physics-informed neural networks for non-Newtonian fluid thermo-mechanical problems: an application to rubber calendering process
Thi Nguyen Khoa Nguyen
T. Dairay
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Scientific Machine Learning through Physics-Informed Neural Networks: Where we are and What's next
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NeuralPDE: Modelling Dynamical Systems from Data
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Youssef Mroueh
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