Education and Work Experience
• June 2024 - Present: Fudan University, Academy for Engineering and Technology, Postdoctoral Researcher (Advisor: Professor Dean Ta)
• September 2019 - June 2024: Fudan University, Ph.D. in Applied Mathematics (Advisors: Professor Peng Ji, Professor David Waxman)
• September 2015 - June 2019: Hohai University, Bachelor of Science in Information and Computational Science
• Research on Ultrasound Propagation and Regulation Mechanisms
• Musculoskeletal Ultrasound Full-Waveform Inversion Imaging Methods
• Musculoskeletal Ultrasound Imaging Methods Based on Variational Inference
• Presided over the National Natural Science Foundation of China Youth Fund Project: Research on the Distribution of Ultrasound Parameters and High-Precision Bayesian Inversion Imaging Method in Musculoskeletal Tissue
• Participated in the National Natural Science Foundation General Project, analyzing the dynamics of brain network evolution in Alzheimer's disease
• Participated in the "Brain Science and Brain-like Research" Major Project of Science and Technology Innovation 2030, contributing to the mapping of the whole-brain mesoscale neural connections in zebrafish
• 2024: Outstanding Graduate of Shanghai
• 2023: Outstanding Student of Fudan University
• 2020: National Scholarship for Graduate Students
• Qiang Li, Paul Schultz, Wei Lin, Jürgen Kurths, Peng Ji. Global and local performance metric with inertia effects[J]. Nonlinear Dynamics, 2020, 102(2): 653-665.
• Qiang Li, Thomas Peron, Tomislav Stankovski, Peng Ji. Effects of structural modifications on cluster synchronization patterns[J]. Nonlinear Dynamics, 2022: 1-13.
• Qiang Li, Kelly C. Larosz, Dingding Han, Peng Ji, Jürgen Kurths. Basins of attraction of chimera states on networks[J]. Frontiers in Physiology, 2022: 1766.
• Qiang Li, Rico Berner, Xiaofan Wang. Decoding brain complexity: Structural-functional interplay in neural networks[J]. Physics of life reviews. 2023 Sep 14;47:87-9.
• 2023, XLIII Dynamics Days Europe, oral presentation titled "Dynamical analysis of the Kuramoto model with second harmonic term and its applications in the Ising problems", Naples, Italy.
