1. Homogenization of Partial Differential Equations with Random, Large Potential Zhang, Ningyao 2013 Theses MathematicsDifferential equations, PartialHomogenization (Differential equations)
2. Local Regularity of the Complex Monge-Ampere Equation Wang, Yu 2013 Theses MathematicsMonge-Ampère equationsDifferential equations, Partial
3. Probabilistic Approaches to Partial Differential Equations with Large Random Potentials Gu, Yu 2014 Theses MathematicsDifferential equations, PartialHomogenization (Differential equations)
4. Anisotropic inverse problems with internal measurements Guo, Chenxi 2015 Theses MathematicsAnisotropyDifferential equations, PartialElectrical impedance tomography
5. Albany: Using Component-based Design to Develop a Flexible, Generic Multiphysics Analysis Code Salinger, Andrew G.; Bartlett, Roscoe A.; Bradley, Andrew M.; Chen, Qiushi; Demeshko, Irina P.; Gao, Xujiao; Hansen, Glen A.; Mota, Alejandro; Muller, Richard P.; Nielsen, Erik; Ostien, Jakob T.; Pawlowski, Roger P.; Perego, Mauro; Phipps, Eric T.; Sun, WaiChing; Tezaur, Irina K. 2016 Articles Differential equations, PartialFinite element methodGeneric programming (Computer science)Civil engineering
6. Asymptotic Theory and Applications of Random Functions Li, Xiaoou 2016 Theses Monte Carlo methodDifferential equations, PartialDifferential equations, Partial--Asymptotic theoryMathematical statisticsStatistics
7. Viscosity Characterizations of Explosions and Arbitrage Wang, Yinghui 2016 Theses Business mathematicsDifferential equations, PartialViscosity solutionsHamilton-Jacobi equationsArbitrageMathematicsFinance
8. Time evolution of the Kardar-Parisi-Zhang equation Ghosal, Promit 2020 Theses MathematicsStatistical mechanicsStochastic differential equationsDifferential equations, PartialApplied mathematics
9. Computational Inversion with Wasserstein Distances and Neural Network Induced Loss Functions Ding, Wen 2022 Theses MathematicsDifferential equations, PartialDistribution (Probability theory)Deep learning (Machine learning)Neural networks (Computer science)--Mathematical models
10. Multiscaling and Machine Learning Approaches to Physics Simulation Chen, Peter Yichen 2022 Theses Computer sciencePhysics--Computer simulationMachine learning--Mathematical modelsDifferential equations, Partial