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David Sondak

Identifiers

  • name variant David Sondak 0.60 · backfill

Papers (17)

  1. Recent Advances of NeuroDiffEq -- An Open-Source Library for Physics-Informed Neural Networks cs.LG · 2025 · author #3
  2. Extending a Physics-Informed Machine Learning Network for Superresolution Studies of Rayleigh-B\'enard Convection physics.flu-dyn · 2023 · author #3
  3. DEQGAN: Learning the Loss Function for PINNs with Generative Adversarial Networks cs.LG · 2022 · author #4
  4. Multi-Task Learning based Convolutional Models with Curriculum Learning for the Anisotropic Reynolds Stress Tensor in Turbulent Duct Flow physics.flu-dyn · 2021 · author #2
  5. Port-Hamiltonian Neural Networks for Learning Explicit Time-Dependent Dynamical Systems cs.LG · 2021 · author #3
  6. Convolutional Neural Network Models and Interpretability for the Anisotropic Reynolds Stress Tensor in Turbulent One-dimensional Flows physics.flu-dyn · 2021 · author #2
  7. Learning a Reduced Basis of Dynamical Systems using an Autoencoder physics.comp-ph · 2020 · author #1
  8. Unsupervised Learning of Solutions to Differential Equations with Generative Adversarial Networks cs.LG · 2020 · author #3
  9. Coherent Solutions and Transition to Turbulence in Two-Dimensional Rayleigh-B\'{e}nard Convection physics.flu-dyn · 2020 · author #2
  10. Solving Differential Equations Using Neural Network Solution Bundles cs.LG · 2020 · author #3
  11. High Rayleigh number variational multiscale large eddy simulations of Rayleigh-B\'{e}nard Convection physics.comp-ph · 2020 · author #1
  12. Hamiltonian neural networks for solving equations of motion physics.comp-ph · 2020 · author #2
  13. Neural Network Models for the Anisotropic Reynolds Stress Tensor in Turbulent Channel Flow physics.flu-dyn · 2019 · author #2
  14. Deep learning for turbulent channel flow physics.flu-dyn · 2018 · author #2
  15. Can phoretic particles swim in two dimensions? cond-mat.soft · 2016 · author #1
  16. Optimal Heat Transport in Rayleigh-B\'enard Convection physics.flu-dyn · 2015 · author #1
  17. A new class of finite element variational multiscale turbulence models for incompressible magnetohydrodynamics physics.comp-ph · 2014 · author #1

Mentions

  • 2502.12177 #3 · arxiv_oai · confidence 0.70 David Sondak
  • 2307.02674 #3 · arxiv_oai · confidence 0.70 David Sondak
  • 1507.03151 #1 · arxiv_oai · confidence 0.70 David Sondak
  • 2209.07081 #4 · arxiv_oai · confidence 0.70 David Sondak
  • 2001.11107 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 2106.15757 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 2111.00328 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 2107.08024 #3 · arxiv_oai · confidence 0.70 David Sondak
  • 2011.07346 #1 · arxiv_oai · confidence 0.70 David Sondak
  • 2006.14132 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 1909.03591 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 2007.11133 #3 · arxiv_oai · confidence 0.70 David Sondak
  • 2006.14372 #3 · arxiv_oai · confidence 0.70 David Sondak
  • 2005.10153 #1 · arxiv_oai · confidence 0.70 David Sondak
  • 1812.02241 #2 · arxiv_oai · confidence 0.70 David Sondak
  • 1611.10184 #1 · arxiv_oai · confidence 0.70 David Sondak
  • 1412.1055 #1 · arxiv_oai · confidence 0.70 David Sondak
  • 1412.1055 #1 · backfill · confidence 0.70 David Sondak

Frequent Coauthors