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Zhaobo Liu

Ph.D,Assistant Professor

liuzhaobo#szu.edu.cn

Zhizhi Building

Education:

2011.09-2015.07,A.B. Mathematics and Applied Mathematics, Peking University

2015.09-2020.07,Ph.D. Control Theory, Academy of Mathematics and Systems Science, Chinese Academy of Sciences, supervised by Lei Guo & Chanying Li


Working Experience:

2020.09-2022.08,Post-Doctoral Fellow, College of Computer and Software, Shenzhen University

2022.09-present,Assistant Professor, Institute for Advanced Study, Shenzhen University


Research Interests:

1. Control theory: identification and adaptive control of nonlinear uncertain systems;

2. Data science:distributed data,transfer learning,model averaging;

3. Computational intelligence: multitasking optimization, evolutionary computation.


Fellowships, Honors, and Awards

IEEE CSS Beijing Chapter Young Author Nomination Prize (3/1662) (2021).

Outstanding graduates, University of Chinese Academy of Sciences(2020).

The Beijing outstanding graduates (2020).


Selected Publications:

1.Z. Liu, and C. Li*. (2022) Global Stabilizability Theorems on Discrete-Time Nonlinear Uncertain Systems. IEEE Transactions on Automatic Control, DOI: 10.1109/TAC.2022.3194962.

2.Z. Liu, and C. Li*. (2022) A Note on the Convergence of Distributed RLS. IEEE Transactions on Automatic Control, DOI:10.1109/TAC.2022. 3194882.

3.Z. Liu, Q. Xie and C. Li*. (2022) Inverse Eigenvalue Problem for Mass-Spring-Inerter Systems. Mechanical Systems and Signal Processing, vol. 167, Part A, DOI:10.1016/j.ymssp.2021.108506.

4.Z. Liu, and C. Li*. (2021) On the Convergence of Least Squares Estimator for Nonlinear Autoregressive Models. Proceedings of the 40th Chinese Control Conference, July 26-28, 2021, Shanghai, China.

5.Z. Liu, and C. Li*. (2021) Asymptotic Behavior of Least Squares Estimator for Nonlinear Autoregressive Models. SCIENCE CHINA Information Sciences, DOI:10.1007/s11432-021-3309-7.

6.Z. Liu, and C. Li*. (2019) Stabilizability Theorem of Discrete-time Nonlinear Systems with Scalar Parameters. Control Theory and Applications, vol. 36, no. 11, pp. 1929-1935.

7.Z. Liu, and C. Li*. (2019) Is It Possible to Stabilize Discrete-Time Parameterized Uncertain Systems Growing Exponentially Fast?. SIAM Journal on Control and Optimization, vol. 57, no. 3, pp. 1965-1984.


Address: Institute for Advanced Study

Shenzhen University

Nanshan District

Shenzhen, Guangdong

China 518060

Tel: +86-755-2649-2572

CopyRight@Institute for Advanced Study,Shenzhen University.