Zheng Zhu
Also known as: 朱征
University of Chinese Academy of Sciences, Harvard University, Tsinghua University, Nanjing University, Massachusetts Institute of Technology
About
My research activities focus on the strongly correlated physics and topological physics in various quantum many-body systems. I prefer combining numerical simulations with analytical calculations to fully understand correlated physics. The detailed directions cover but are not limited to the doped Mott insulators, the quantum Hall effect, the quantum spin liquids, the quantum ergodicity and its breaking mechanisms, etc. I am also interested in new directions with exotic physics, the numerical algorithms for strongly correlated problems.
Research services: Referee of Nature, PRL, Nature Physics, PRX, PRX Quantum, Nature Communications, PRB, PR Applied, PR Research, PRE, PRA, Small, CPL, Journal of Statistical Mechanics: Theory and Experiment.
https://kavliits.cn/index.php?c=show&id=114
Employment
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University of Chinese Academy of Sciences Associate Professor2024 - Present
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University of Chinese Academy of Sciences Assistant Professor2020 - 2024
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Harvard University Post-Doctoral Fellow2018 - 2020
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Massachusetts Institute of Technology Postdoctoral Associate2015 - 2018
Education
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Tsinghua University Ph.D.2010 - 2015
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Nanjing University Bachelor of Science2006 - 2010
Projects & Funding
Projects & funding information is unavailable.
Publications (44)
- Engineering fractional Chern insulators through periodic strain in monolayer graphene and transition metal dichalcogenides Save
- Fractionalized Kohn-Sham Scheme for Strongly Correlated Electrons Save
- Geometric frustration assisted kinetic ferromagnetism in doped Mott insulators Save
- Mean-field study of superconductivity in the t−J square lattice model with three-site hopping Save
- Tunable even- and odd-denominator fractional quantum Hall states in trilayer graphene Save
- Phase diagram of the square-lattice t−J−V model for electron-doped cuprates Save
- Chiral spin liquid versus Mott antiferromagnetism in the triangular-lattice Hubbard model Save
- Hubbard model on a triangular lattice: The role of charge fluctuations Save
- Inverting multiple quantum many-body scars via disorder Save
- Weak ergodicity breaking in non-Hermitian many-body systems Save