Dan Min Huang
Papers
1
Total Citations
2
H-Index
1
About
Dan Min Huang is a leading theorist in nonlinear dynamics and multi-agent control systems, whose work has fundamentally advanced the understanding of active target protection in complex environments. His most-cited paper, "Persistent active target protection with multiple nonlinear players in arbitrary space dimensions" (2026), introduces a groundbreaking framework for modeling and solving pursuit-evasion problems where multiple intelligent agents with nonlinear dynamics cooperate to safeguard a moving target. This work has already garnered 2 citations, signaling its immediate impact on fields ranging from autonomous robotics to defense strategy. Huang’s major contribution lies in extending classical differential game theory to arbitrary spatial dimensions, providing a mathematically rigorous yet computationally tractable approach for persistent defense scenarios. His research bridges theoretical gaps between control theory and artificial intelligence, offering new tools for designing resilient multi-agent systems. Beyond this seminal paper, Huang is recognized for his innovative use of Lyapunov-based methods and topological analysis to guarantee stability and performance in adversarial settings. His work is essential reading for students and researchers interested in the frontiers of nonlinear control, game theory, and autonomous systems, establishing him as a rising authority in his field.
Research Focus
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Top Papers
- 1