Nguyễn Văn Minh Data-verified

Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.

High Impact

Professor

Last publication 2025 Last refreshed 2026-04-18

faculty

22 h-index 175 pubs 1,726 cited

Biography and Research Information

OverviewAI-generated summary

Nguyễn Văn Minh is a Professor at the University of Arkansas at Little Rock, with a research focus that spans theoretical mathematics and emerging technologies. His mathematical work investigates asymptotic periodicity in evolution equations, spectral theory for bounded solutions, and theorems related to difference equations. He has published extensively in this area, with a notable h-index of 23 and over 1,800 citations across more than 180 publications.

In addition to his theoretical contributions, Minh's recent research extends into applied fields. He has explored novel approaches to pediatric vaccine management utilizing blockchain technology, NFTs, and smart contracts. He has also investigated the role of generative AI, specifically ChatGPT, in English language education and digital learning environments. Further interdisciplinary work includes examining the nexus of workplace spirituality, employee wellbeing, and commitment, with a comparative study of social enterprises in Vietnam.

Metrics

  • h-index: 22
  • Publications: 175
  • Citations: 1,726

Selected Publications

  • Asymptotic Behavior of Evolution Equations via Spectral Theory of Functions on the Half Line, Sums of Commuting Operators and Evolution Semigroups (2025)
  • Monotone traveling wave solutions of Mackey–Glass reaction diffusion equation with delayed diffusion term (2025)
  • Existence of bounded asymptotic solutions of autonomous differential equations (2025)
    1 citation DOI OpenAlex
  • Traveling waves for nonlocal Fisher–KPP equations with diffusive delay (2025)
    1 citation DOI OpenAlex
  • A generation theorem for the perturbation of strongly continuous semigroups by unbounded operators (2025)
  • Stability radius and dichotomy radius of infinite-dimensional linear systems under unbounded perturbations via Yosida distance (2024)
  • Kadets type and Loomis type theorems for asymptotically almost periodic functions (2023)
    8 citations DOI OpenAlex
  • On asymptotic periodic solutions of fractional differential equations and applications (2023)
    1 citation DOI OpenAlex
  • A Massera theorem for asymptotic periodic solutions of periodic evolution equations (2022)
    13 citations DOI OpenAlex
  • A Spectral Theory of Polynomially Bounded Sequences and Applications to the Asymptotic Behavior of Discrete Systems (2022)
    2 citations DOI OpenAlex
  • A Katznelson-Tzafriri type theorem for difference equations and applications (2021)
    6 citations DOI OpenAlex
  • A simple spectral theory of polynomially bounded solutions and applications to differential equations (2021)
    7 citations DOI OpenAlex
  • Asymptotic behavior of solutions of periodic linear partial functional differential equations on the half line (2021)

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