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Zhang Zhiwen

About Zhang Zhiwen

Zhang Zhiwen

  • Postdoctoral Research Fellow, Applied Mathematics and Computational Science

nonlinear analysis Kinetic models asymptotic analysis PDEs fluid dynamics

Zhang Zhiwen's research focuses on the rigorous mathematical analysis of Partial Differential Equations (PDEs), with a specialized focus on kinetic theory, plasma physics models, and non-linear differential equations.

Events

Presented Events

Sep 6 - Sep 12, 2026

  • KAUST CEMSE AMCS STAT Graduate Seminar Zhiwen Zhang Threshold Dynamics and Delayed Closure in a Moving-Boundary Model of Epidermal Wound Healing

    Threshold Dynamics and Delayed Closure in a Moving-Boundary Model of Epidermal Wound Healing

    Zhang Zhiwen, Postdoctoral Research Fellow, Applied Mathematics and Computational Science
    Sep 10, 12:00 - 13:00

    B9 R2325

    healthcare technologies numerical analysis analytical tools numerical simulations healthcare analytics

    We analyze how growth-factor production, diffusion, decay, activation thresholds, and wound geometry interact to determine whether epidermal wound closure begins, proceeds continuously, experiences repeated delays, or stops before completion.

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Related Sites

  • Applied Mathematics and Computational Science (AMCS)
  • Mathematical Modeling and Differential Equations (MMDE)

Related Content

  • Events
    1
  • Upcoming Events

    • KAUST CEMSE AMCS STAT Graduate Seminar Zhiwen Zhang Threshold Dynamics and Delayed Closure in a Moving-Boundary Model of Epidermal Wound Healing

      Threshold Dynamics and Delayed Closure in a Moving-Boundary Model of Epidermal Wound Healing

      Zhang Zhiwen, Postdoctoral Research Fellow, Applied Mathematics and Computational Science
      Sep 10, 12:00 - 13:00

      B9 R2325

      healthcare technologies numerical analysis analytical tools numerical simulations healthcare analytics

Related Links

  • Zhang Zhiwen's personal website

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