Yaqun Huan

Papers

Total Citations

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About

Yaqun Huang is a researcher whose work centers on the formalization and application of fractional calculus, particularly within control systems engineering. His most-cited paper, "Formalization of fractional calculus and fractional order PI controller," establishes a rigorous mathematical foundation for fractional-order control by clarifying the relationships among the three primary definitions of fractional calculus: Grünwald-Letnikov, Riemann-Liouville, and Caputo. This foundational work is critical for designing higher-order fractional-order proportional-integral (PI) controllers, offering enhanced flexibility and performance over traditional integer-order controllers. Although early in its citation impact, Huang’s contributions provide a vital bridge between abstract mathematical theory and practical control system implementation. His research is especially relevant for students and engineers seeking to understand the formal underpinnings of fractional calculus in automation and robotics. By formalizing these complex concepts, Huang enables more precise and robust control strategies, marking a notable step forward in the field of fractional-order systems.