Poisson
Emerging10papers using it
2022first seen
The 'Poisson' dataset/benchmark contains data related to the Poisson partial differential equation and is used to evaluate the performance of diffusion models in solving PDEs.
Papers using Poisson (10)
- Anant-Net: Breaking the Curse of Dimensionality with Scalable and Interpretable Neural Surrogate for High-Dimensional PDEsA Conformal Prediction Framework for Uncertainty Quantification in Physics-Informed Neural NetworksDiffusion models with physics-guided inference for solving partial differential equationsPhysics-informed diffusion models in spectral spaceRRaPINNs: Residual Risk-Aware Physics Informed Neural NetworksEnhancing Physics-Informed Neural Networks with a Hybrid Parallel
Kolmogorov-Arnold and MLP ArchitectureNAS-PINN: Neural architecture search-guided physics-informed neural
network for solving PDEsCan Physics-Informed Neural Networks beat the Finite Element Method?RBF-MGN:Solving spatiotemporal PDEs with Physics-informed Graph Neural
NetworkUnsupervised Random Quantum Networks for PDEs