Zhi-Liang Zhao

Shaanxi Normal University, Northeastern University

Papers

Total Citations

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About

Zhi-Liang Zhao is a control theorist whose work focuses on the stabilization and control of nonlinear uncertain systems, particularly those with lower-triangular structures. His major contributions lie in developing finite-time output feedback strategies that ensure rapid convergence and robustness without requiring full state measurement—a critical advancement for real-world applications where sensors are limited. His most-cited paper, "Finite-time output feedback stabilization of lower-triangular nonlinear systems" (2018, 69 citations), provides a rigorous framework for achieving finite-time stability, offering both theoretical depth and practical utility. In his subsequent work, "Compensation-signal-driven control for a class of nonlinear uncertain systems" (2020, 16 citations), Zhao introduces an innovative approach that uses compensation signals to handle uncertainties, further broadening the applicability of his methods. His research is notable for bridging the gap between theoretical nonlinear control and implementation, with implications for robotics, aerospace, and industrial automation. Zhao’s work continues to influence the design of resilient, high-performance control systems, making him a key figure in modern nonlinear control theory.