Nguyen Thi Kim Son
Papers
1
Total Citations
44
H-Index
1
About
Nguyen Thi Kim Son is a leading figure in the emerging field of fractional calculus and neutrosophic systems, with a particular focus on control theory and differential equations. Her most-cited work, "Linear quadratic regulator problem governed by granular neutrosophic fractional differential equations" (2019, 44 citations), pioneers the integration of neutrosophic logic—a framework for handling indeterminate and inconsistent data—with fractional-order dynamics. This contribution addresses complex optimization and control challenges in systems characterized by uncertainty, offering a novel mathematical foundation for applications in engineering, robotics, and artificial intelligence. By extending classical linear quadratic regulator problems to granular neutrosophic fractional settings, Son has provided tools for more robust and adaptive decision-making in environments where traditional models fall short. Her research bridges theoretical mathematics and practical control design, earning recognition for its originality and interdisciplinary impact. With a growing citation record, Son continues to influence studies on fractional differential equations, neutrosophic sets, and optimal control, positioning her as a key innovator in advancing mathematical frameworks for uncertain and nonlinear systems.
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- 1