2D Poisson's equation
Emerging5papers using it
2023first seen
The '2D Poisson's equation' is a benchmark problem used to evaluate methods for solving second-order linear differential equations in the context of quantum machine learning.
Papers using 2D Poisson's equation (5)
- Self-Adaptive Physics-Informed Quantum Machine Learning for Solving Differential EquationsEvidential Physics-Informed Neural Networks for Scientific DiscoveryEmploying Deep Neural Operators for PDE control by decoupling training and optimizationKHRONOS: a Kernel-Based Neural Architecture for Rapid, Resource-Efficient Scientific ComputationImproving physics-informed neural networks with meta-learned
optimization