Papers
1
Total Citations
8
H-Index
1
About
Wei Gu has made significant contributions to the field of fractional differential equations and their applications in intelligent robotic systems. His research focuses on developing high-order numerical methods for solving complex fractional nonlinear variable coefficient reaction-diffusion equations with delay, which are critical for modeling advanced robot behaviors. Gu's most cited work, "Numerical Study of Some Intelligent Robot Systems Governed by the Fractional Differential Equations" (2019, 8 citations), introduces a novel algorithm that not only ensures convergence through rigorous energy method analysis but also demonstrates superior computational efficiency and accuracy. This work bridges the gap between theoretical fractional calculus and practical robotics, offering robust tools for simulating and controlling intelligent systems. Gu's contributions are particularly notable for their interdisciplinary impact, providing a foundation for future research in fractional-order dynamics and autonomous systems. His meticulous approach to numerical analysis and algorithm design has positioned him as a key figure in advancing the mathematical underpinnings of next-generation robotics.
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