Maria G. Marcos

Papers

Total Citations

371

H-Index

About

Maria G. Marcos is a pioneering researcher in the application of fractional calculus to engineering and dynamical systems. Her work bridges the gap between abstract mathematical theory and practical control challenges, particularly in the analysis and control of mechanical manipulators. Her most-cited paper, "Some Applications of Fractional Calculus in Engineering" (2009), has garnered 333 citations, establishing her as a key figure in demonstrating how fractional-order models can capture complex, non-local dynamics that classical integer-order calculus cannot. This work revealed subtle relationships between fractional calculus and chaos theory, opening new avenues for robust control design. In her earlier foundational study, "Application of Fractional Calculus in the Dynamical Analysis and Control of Mechanical Manipulators" (2008, 38 citations), she provided a rigorous mathematical framework—rooted in classification 26A33, 93C83, 93C85, and 68T40—for modeling and stabilizing robotic systems. Marcos’s contributions have proven essential for engineers seeking to improve precision and stability in nonlinear, memory-dependent systems, and her research continues to influence modern control theory and robotics.