C. Mattuvarkuzhali
Papers
1
Total Citations
9
H-Index
1
About
C. Mattuvarkuzhali is a researcher specializing in stochastic differential equations, fractional calculus, and their applications in robotics and control systems. Her work focuses on the stability analysis of complex dynamical systems influenced by random perturbations, particularly those driven by mixed Brownian motion and subfractional Brownian motion. In her most-cited paper, "Stability Analysis of Neutral Fractional Stochastic Differential Equations Driven by Mixed Brownian Motion and Subfractional Brownian Motion With Applications in the I-Cub Robot" (2022, 9 citations), she developed a nonlinear mathematical model to address exponential stability in visual trajectory tracking for the I-cub robot. This contribution is significant for barricading stochastic disturbances in robotic systems, enhancing the reliability of autonomous navigation and control. Her research bridges theoretical advancements in fractional stochastic processes with practical engineering challenges, offering robust solutions for real-world robotic applications. Mattuvarkuzhali’s work is particularly notable for its interdisciplinary approach, combining rigorous mathematical analysis with applied robotics, and has garnered attention for its potential to improve stability in uncertain environments. Her achievements highlight her as a rising contributor to the fields of stochastic dynamics and intelligent systems.
Research Focus
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Top Papers
- 1