MS063C Neural Network Solvers for PDEs: Bridging Theory and Practice in Scientific Computing III
Main Organizer:
Dr.
Jooyoung Hahn
(
Czech Technical University in Prague / Faculty of Nuclear Sciences and Physical Engineering
, Czechia
)
Chaired by:
Dr. Jooyoung Hahn (Czech Technical University in Prague / Faculty of Nuclear Sciences and Physical Engineering , Czechia) , Dr. Alexander Heinlein (TU Delft , Netherlands)
Dr. Jooyoung Hahn (Czech Technical University in Prague / Faculty of Nuclear Sciences and Physical Engineering , Czechia) , Dr. Alexander Heinlein (TU Delft , Netherlands)
Scheduled presentations:
-
Using Neural Physics for Constructing Finite Element Solution Methods: NN4FEM
-
A Learnable Multigrid Framework via Graph Convolutions
-
Improving the stability and accuracy of discontinuous Galerkin schemes using neural networks
-
Coupling Phisically Informed Graph Neural Networks with External Solvers
-
NewPINNs: Solver-Guided Training of Neural Networks for Differential Equations
-
Partitioned neural network approximation to PDEs with a Robin interface condition
