Proceedings of the 28th ACM SIGKDD Conference on Knowledge Discovery and Data Mining 2022
DOI: 10.1145/3534678.3539045
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Learning Large-scale Subsurface Simulations with a Hybrid Graph Network Simulator

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Cited by 9 publications
(6 citation statements)
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“…Methods: Plenty of studies have been devoted to learning to simulate complex physical systems using GNNs, including Interaction Network [14], NRI [133], HRN [186], DPI-Net [151], HOGN [213], GNS [214], C-GNS [212], HGNS [274], GNS* [2], and FIGNet [3]. However, all these methods adopt typical GNNs that are unaware of full symmetry in 3D word, and only a subset of them considers translation-equivariance.…”
Section: Physical Dynamics Simulationmentioning
confidence: 99%
“…Methods: Plenty of studies have been devoted to learning to simulate complex physical systems using GNNs, including Interaction Network [14], NRI [133], HRN [186], DPI-Net [151], HOGN [213], GNS [214], C-GNS [212], HGNS [274], GNS* [2], and FIGNet [3]. However, all these methods adopt typical GNNs that are unaware of full symmetry in 3D word, and only a subset of them considers translation-equivariance.…”
Section: Physical Dynamics Simulationmentioning
confidence: 99%
“…Although this approach eliminates the distributional shift for rollouts of only 2 timesteps, the shift appears again for longer rollouts. Wu et al [2022c] address this by optimizing their Hybrid Graph Network Simulator (HGNS) using a multi-step objective in recurrently predicting several steps ahead. The total loss is a weighted sum of the loss at each time step, with the one-step loss weighted heaviest so that the optimization initially targets short-term predictions before fine-tuning for longer-term predictions.…”
Section: Existing Methods: Multiresolution Dynamicsmentioning
confidence: 99%
“…A second factor limiting applicability is that much of the literature focuses on problems with only one or two spatial dimensions despite the prevalence of three-dimensional problems in industrial applications of PDE modeling. While many architectures discussed in this section admit an immediate extension to three spatial dimensions, in practice, three-dimensional modeling presents obstacles in the form of limited memory that must be carefully handled [Wu et al 2022c;Lam et al 2022;. Beyond memory requirements, the optimization of a three-dimensional model is naturally more challenging than its two-dimensional counterpart due to the increased size of the search space.…”
Section: Existing Methods: Multiresolution Dynamicsmentioning
confidence: 99%
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