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2108.04085
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Bayesian Deep Learning for Partial Differential Equation Parameter Discovery with Sparse and Noisy Data
5 August 2021
Christophe Bonneville
Christopher Earls
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Papers citing
"Bayesian Deep Learning for Partial Differential Equation Parameter Discovery with Sparse and Noisy Data"
9 / 9 papers shown
Title
A Comprehensive Review of Latent Space Dynamics Identification Algorithms for Intrusive and Non-Intrusive Reduced-Order-Modeling
Christophe Bonneville
Xiaolong He
April Tran
Jun Sur Richard Park
William D. Fries
...
David M. Bortz
Debojyoti Ghosh
Jiun-Shyan Chen
Jonathan Belof
Youngsoo Choi
AI4CE
88
9
0
16 Mar 2024
Data-Driven Autoencoder Numerical Solver with Uncertainty Quantification for Fast Physical Simulations
Christophe Bonneville
Youngsoo Choi
Debojyoti Ghosh
Jonathan Belof
AI4CE
20
1
0
02 Dec 2023
Physics-constrained robust learning of open-form partial differential equations from limited and noisy data
Mengge Du
Yuntian Chen
Longfeng Nie
Siyu Lou
Dong-juan Zhang
AI4CE
83
8
0
14 Sep 2023
Weak-PDE-LEARN: A Weak Form Based Approach to Discovering PDEs From Noisy, Limited Data
R. Stephany
Christopher Earls
59
4
0
09 Sep 2023
Bayesian Reasoning for Physics Informed Neural Networks
K. Graczyk
Kornel Witkowski
87
0
0
25 Aug 2023
GPLaSDI: Gaussian Process-based Interpretable Latent Space Dynamics Identification through Deep Autoencoder
Christophe Bonneville
Youngsoo Choi
Debojyoti Ghosh
Jonathan Belof
AI4CE
67
21
0
10 Aug 2023
Discovering stochastic partial differential equations from limited data using variational Bayes inference
Yogesh Chandrakant Mathpati
Tapas Tripura
R. Nayek
S. Chakraborty
DiffM
56
6
0
28 Jun 2023
PDE-LEARN: Using Deep Learning to Discover Partial Differential Equations from Noisy, Limited Data
R. Stephany
Christopher Earls
44
18
0
09 Dec 2022
PDE-READ: Human-readable Partial Differential Equation Discovery using Deep Learning
R. Stephany
Christopher Earls
DiffM
AIMat
87
29
0
01 Nov 2021
1