Technical Programme
08 June 2022
11:00 - 13:00
Add Deep Learning in Scientific Computing I Minisymposium organized by Manuel Jesus Castro Diaz, Siddharta Mishra and David Pardo |
MS110A Room: Lounge A2 Chair: David Pardo CoChair: Manuel J. Castro |
Variational Physics Informed Neural Networks: an a priori error estimate
Parametric Compressible Flow Predictions using Physics-Informed Neural Networks
On quadrature rules for solving Partial Differential Equations with Neural Networks
A Deep r-Adaptive Mesh Method for solving Partial Differential Equations
Accelerating High Order Discontinuous Galerkin solvers using neural networks
A Generative Adversarial Networks approach for solving Partial Differential Equations
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08 June 2022
14:00 - 16:00
Add Deep Learning in Scientific Computing II Minisymposium organized by Manuel Jesus Castro Diaz, Siddharta Mishra and David Pardo |
MS110B Room: Lounge A2 Chair: Manuel J. Castro CoChair: David Pardo |
Geosteering using Deep Learning
Learning Operators via Mesh-Informed Neural Networks
Can deep learning diagnose neurodegenerative diseases with retinal ganglion cell layer?
Enhanced Bayesian model updating for structural health monitoring via deep learning
Damage detection in bridge structures using an unsupervised Deep Autoencoder
Deep learning methods for liquid crystal driven transformation optics
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08 June 2022
16:30 - 18:30
Add Deep Learning in Scientific Computing III Minisymposium organized by Manuel Jesus Castro Diaz, Siddharta Mishra and David Pardo |
MS110C Room: Lounge A2 Chair: Manuel J. Castro CoChair: David Pardo |
A machine learning minimal residual method for solving quantities of interest of parametric PDEs
Using Graph Neural Network for gas-liquid interface reconstruction in Volume Of Fluid methods
Long-time prediction of nonlinear parametrized dynamical systems by deep learning-based reduced order models
Parameter estimation for differential problems through multi-fidelity physics-informed neural networks
A collocation method based on single-layer feedforward neural network for the resolution of Elliptic PDEs
A PINN computational study for a scalar 2D inviscid Burgers model with Riemann data
A novel Machine Learning method for accurate and real-time numerical simulations of cardiac electromechanics
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