Background

Profile

Affiliation

Analytical Quantum Complexity RIKEN Hakubi Research Team |RIKEN Center for Quantum Computing

Position

Postdoctoral Researcher

Contact

Experience

Oct. 2024 - Present
Wako, Saitama, Japan

Postdoctoral Researcher

Analytical Quantum Complexity RIKEN Hakubi Research Team, RIKEN Center for Quantum Computing

Apr. 2023 - Sep. 2024
Wako, Saitama, Japan

Part-time Positions at RIKEN

Junior Research Associate Program with Dr. Tomotaka Kuwahara

Analytical Quantum Complexity RIKEN Hakubi Research Team, RIKEN Center for Quantum Computing

Oct. 2021 - Sep. 2024
Kashiwa, Chiba, Japan

Ph.D. |The University of Tokyo, Department of Physics

Japanese Government (MEXT) Doctoral Scholarship with Prof. Naomichi Hatano

Oct. 2020 - Aug. 2021
Changchun, Jilin, China

MEXT Doctoral Scholarship Candidate

Preparatory School for Chinese Students to Japan

Sep. 2017 - June 2020
Changchun, Jilin, China

Master of Science |Northeast Normal University, Center for Quantum Sciences

Chinese National Scholarship for Postgraduates with Prof. XueXi Yi

Call for Papers

Selected Publications

Research Interests

  • â–¼ Lieb-Robinson Bound and Its Application: one may include Particle Transport, Information Propagation, Operator Spreading, and Correlation Generation.

  • â–£ Open Quantum Systems: with particular focus on Dissipative and non-Markovian Dynamics in Quantum Optics and Quantum Information.

  • â—Ž Quantum Batteries: focuses on improving the performance of Quantum Batteries by addressing theoretical barriers in practical applications, including those in Topological and Many-Body Quantum Systems.

  • |◻︎| Hybrid Cavity Optomechanics: theoretical exploration of nonlinear radiation-pressure-induced phenomena and their integration with Superconducting Circuit platforms.

What I Want to Learn

  • Many-body localization and thermalization (from an information-theoretic perspective)
  • Floquet theory (periodic driving theory and Floquet heating)
  • Quantum Complexity and Krylov complexity
  • Advanced mathematics (von Neumann algebras and graph theory)