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1
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39
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About
Yanbing Mao is a leading researcher in nonlinear control systems, with a focus on switched systems, time-delay dynamics, and robust H∞ control. Their most-cited work, "Exponential stability and robust H∞ control of a class of discrete-time switched non-linear systems with time-varying delays via T-S fuzzy model" (2012, 39 citations), addresses a critical challenge in control theory: ensuring stability and disturbance rejection in complex, time-varying nonlinear systems. By integrating Takagi-Sugeno (T-S) fuzzy models with two-level switching functions—crisp switching and local fuzzy weighting—Mao developed a novel framework that bridges discrete-time switched systems and fuzzy logic. This approach enables exponential stability and robust H∞ performance despite time-varying delays, offering a powerful tool for real-world applications like networked control and autonomous systems. The paper’s citation count reflects its foundational impact, inspiring further work in hybrid and fuzzy control. Mao’s contributions are notable for their mathematical rigor and practical relevance, making them a key figure in advancing robust control theory for nonlinear, time-delayed environments.
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