Basic Information

Email Address

• Email Address

  zhu.hui.7pkyoto-u.ac.jp

Academic Degree

• 22 Sep. 2015

  Master's degree（Universite Paris-Sud XI (France)）
• 25 Jun. 2014

  Master's degree（Universite Paris Diderot VII (France)）
• 20 Jan. 2017

  Diploma of ENS（Ecole Normale Superieure (France)）
• 04 Jul. 2019

  Ph.D（Universite Paris-Saclay (France)）

Academic Resume (Graduate Schools)

• Universite Paris Diderot VII (France), Major: Mathematics, 修了

Academic Resume (Undergraduate School/Majors)

• Tsinghua University (China), Department of Mathematics; Major: Mathematics and Applied Mathematics, 卒業

Research History

• From 2024, To 2026

  New York University Abu Dhabi
• From 2023, To 2024

  Imperial College London
• From 2020, To 2023

  University of Michigan
• From 2021, To 2021

  Mathematical Sciences Research Institute
• From 2019, To 2019

  Mathematical Sciences Research Institute

ID,URL

• ORCID ID

  0000-0003-1716-1807

• J-Global ID

  202601003429846837

• Researcher number

  41055199

• External link

  https://sites.google.com/view/zhuhui

researchmap URL

• https://researchmap.jp/zhuhui

Research

Research Interests

• Wave Kinetic Theory
• Scattering Theory
• Control Theory
• Harmonic Analysis
• Microlocal Analysis

Research Areas

• Natural sciences, Mathematical physics and basic theory
• Natural sciences, Basic mathematics
• Natural sciences, Mathematical analysis

Papers

• On universality for the kinetic wave equation

  Pierre Germain; Hui Zhu

  Nonlinearity, 30 Apr. 2025

  
• Trace and Observability Inequalities for Laplace Eigenfunctions on the Torus

  Nicolas Burq; Pierre Germain; Massimo Sorella; Hui Zhu

  Forum of Mathematics, Sigma, 2025

  
• Observability of Schrödinger propagators on tori in rough settings

  Nicolas Burq; Hui Zhu

  2025

  
• Resolvent bounds imply observability from measurable time sets for Schrödinger equations

  Nicolas Burq; Hui Zhu

  2025

  
• Inhomogeneous turbulence for the Wick Nonlinear Schrödinger equation

  Zaher Hani; Jalal Shatah; Hui Zhu

  Communications on Pure and Applied Mathematics, Nov. 2024

  
• Propagation of singularities for gravity-capillary water waves

  Hui Zhu

  Analysis & PDE, 05 Feb. 2024

  
• On the vanishing of eigenfunctions of the Laplacian on tori

  Pierre Germain; Iván Moyano; Hui Zhu

  2024

  
• Control of Three Dimensional Water Waves

  Hui Zhu

  Archive for Rational Mechanics and Analysis, 02 May 2020

  
• Control, Stabilization and Propagation of Singularities for dispersive PDEs

  Hui Zhu

  27 Mar. 2019

  
• Stabilization of damped waves on spheres and Zoll surfaces of revolution

  Hui Zhu

  ESAIM: Control, Optimisation and Calculus of Variations, Oct. 2018