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Thomas Y. Hou

California Institute of Technology
Courant Institute of Mathematical Sciences

231

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12331

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On the Finite Time Blowup of the De Gregorio Model for the 3D Euler Equations

2021 Communications on Pure and Applied Mathematics
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Exponentially convergent multiscale methods for high frequency heterogeneous Helmholtz equations

2021 arXiv: Numerical Analysis
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Asymptotically self-similar blowup of the Hou-Luo model for the 3D Euler equations

2021 arXiv: Analysis of PDEs
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Exponential Convergence for Multiscale Linear Elliptic PDEs via Adaptive Edge Basis Functions

2021 Multiscale Modeling & Simulation
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Multiscale Invertible Generative Networks for High-Dimensional Bayesian Inference

2021
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Asymptotic Escape of Spurious Critical Points on the Low-rank Matrix Manifold.

2021 arXiv: Optimization and Control
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The nearly singular behavior of the 3D Navier-Stokes equations.

2021 arXiv: Fluid Dynamics
- Thomas Y. Hou
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Finite Time Blowup of 2D Boussinesq and 3D Euler Equations with $$C^{1,\alpha }$$ C 1 , α Velocity and Boundary

2021 Communications in Mathematical Physics
- Jiajie Chen
- Thomas Y. Hou
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Multiscale Invertible Generative Networks for High-Dimensional Bayesian Inference

2021 arXiv: Machine Learning
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Potential singularity of the 3D Euler equations in the interior domain.

2021 arXiv: Analysis of PDEs
- Thomas Y. Hou
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