Professor | De Huang | Asia Growth Partners

Name	De Huang
Contact Information	dhuang at math dot pku dot edu dot cn
Language ability	Chinese, English
Province	Beijing

Name

De Huang

Contact Information

dhuang at math dot pku dot edu dot cn

Language ability

Chinese, English

Province

Beijing

University/Lab Affiliation and Title	Peking University
Faculty	Mathematical Sciences
Work Experience	2021 - Present - Peking University, School of Mathematical Sciences - Assistant Professor 2020 - 2021 - California Institute of Technology, USA - Postdoctoral Researcher
Awards	2018: Phi Tau Phi Scholarship

University/Lab Affiliation and Title

Peking University

Faculty

Mathematical Sciences

Work Experience

2021 - Present - Peking University, School of Mathematical Sciences - Assistant Professor
2020 - 2021 - California Institute of Technology, USA - Postdoctoral Researcher

Awards

Areas of Focus	Nonlinear matrix concentration Finite-time singularities in 3D Euler equations Operator interpolation Spectrum estimates for random matrices
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

Areas of Focus

Nonlinear matrix concentration
Finite-time singularities in 3D Euler equations
Operator interpolation
Spectrum estimates for random matrices

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

Matrix Concentration Nonlinear Semigroup Methods Poincaré Inequalities Operator Interpolation Random

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Liang Chen - Hunan University

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