Minh Van Nguyen Data-verified
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Researcher
unknown
Research Areas
Biography and Research Information
OverviewAI-generated summary
Minh Van Nguyen's research focuses on the theoretical aspects of autonomous differential equations and dynamical systems. His work investigates the existence of bounded asymptotic solutions for these systems, a fundamental problem in mathematical analysis. Nguyen also studies the perturbation of exponential dichotomy and its implications for the existence of invariant manifolds in infinite-dimensional dynamical systems, utilizing concepts such as Yosida distance. He has published five scholarly articles and has a citation count of 15, with an h-index of 2. Nguyen collaborates with William H. Barker at the University of Arkansas at Little Rock, with whom he shares one publication.
Metrics
- h-index: 2
- Publications: 5
- Citations: 15
Selected Publications
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Existence of Bounded Asymptotic Solutions of Autonomous Differential Equations (2025)
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Yosida Distance in the Perturbation of Exponential Dichotomy and Existence of Invariant Manifolds in the Infinite-Dimensional Dynamical Systems (2022)
Collaboration Network
Top Collaborators
- Yosida Distance in the Perturbation of Exponential Dichotomy and Existence of Invariant Manifolds in the Infinite-Dimensional Dynamical Systems
- Existence of Bounded Asymptotic Solutions of Autonomous Differential Equations
- Existence of Bounded Asymptotic Solutions of Autonomous Differential Equations
- Existence of Bounded Asymptotic Solutions of Autonomous Differential Equations