Papers
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Total Citations
8
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About
Boya Zhou is a researcher whose work sits at the intersection of applied mathematics, fractional calculus, and intelligent robotics. Their primary research focus involves developing high-order numerical methods for solving complex systems governed by fractional differential equations—a challenging area critical for modeling real-world phenomena with memory and hereditary effects. In their most cited work, "Numerical Study of Some Intelligent Robot Systems Governed by the Fractional Differential Equations" (2019, 8 citations), Zhou introduced a robust numerical algorithm for fractional nonlinear variable coefficient reaction-diffusion equations with delay, specifically tailored for intelligent robot systems. A key contribution of this study is the rigorous proof of convergence using the energy method, establishing both the stability and accuracy of the proposed scheme. This work provides a foundational computational framework for simulating robot control systems that exhibit non-local, time-dependent behaviors. While still early in their career, Zhou’s contributions are paving the way for more reliable and efficient simulations in robotics and control theory, demonstrating the practical power of advanced fractional calculus in engineering applications.
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