Areas of Focus
- Nonlinear matrix concentration
- Finite-time singularities in 3D Euler equations
- Operator interpolation
- Spectrum estimates for random matrices
Work Experience
- 2021 - Present - Peking University, School of Mathematical Sciences - Assistant Professor
- 2020 - 2021 - California Institute of Technology, USA - Postdoctoral Researcher
Publications
- From Poincaré inequalities to nonlinear matrix concentration, De Huang, Joal A. Tropp, 2021
- On the finite-time blowup of the De Gregorio model for the 3D Euler equations, Jiajie Chen, Thomas Y. Hou, De Huang, 2021
- Nonlinear matrix concentration via semigroup methods, De Huang, Joal A. Tropp, 2020
- Generalizing Lieb’s Concavity Theorem via operator interpolation, De Huang, 2020
- A generalized Lieb’s theorem and its applications to spectrum estimates for a sum of random matrices, De Huang, 2019
Awards
- 2018: Phi Tau Phi Scholarship
