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      by 
      Garofalo, Maria Antonietta, author.
      Format: 
      Excerpt: 
      Numerical solutions of nonlinear diffusion equations with a moving boundary condition / Garofalo
      by 
      Koomson, Jedidiah, author.
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      database, and constructing a mathematical model with the help of MATLAB. FRAP models for pure diffusion for
      by 
      Stoter, Klaas Franciscus Stein, author.
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      Excerpt: 
      -scale constraints are examined in depth. Similarly, an advection-diffusion problem is considered, and the fine
      by 
      Schmidt, Michael J., author.
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      Excerpt: 
      Current Lagrangian (particle-tracking) algorithms used to simulate diffusion-reaction equations
      by 
      Ngwa, Matthias, author.
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      Excerpt: 
      diffusion limited exterior. The quantitative effect of each of these on the tumour growth induced stress is
      by 
      Lamichhane, Sujan, author.
      Format: 
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      concluded. In these chapters a heterogeneous agents model in continuous time, driven by jump-diffusion
      by 
      Masarie, Alex Taylor, author.
      Format: 
      Excerpt: 
      advection, diffusion, reaction, rotation, and feedback. To orient these mathematical methods in the context
      by 
      Autry, Eric A., author.
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      Excerpt: 
      distance. This gives rise to integro-partial differential equations of reaction-diffusion type. Our work
      by 
      Ahmed, Sameed, author.
      Format: 
      Excerpt: 
      method to high order discretization for spatial derivatives through an example of reaction diffusion
      by 
      Hightower, Caleb Paul, author.
      Format: 
      Excerpt: 
      . This model makes use of the key components common to cosmic-scale dynamos, including magnetic diffusion