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A reaction-diffusion equation to model the population of Candida Auris in an Intensive Care Unit

  • Cristina Pérez Diukina [1] ; Juan Carlos Cortés López [1] Árbol académico ; Rafael Villanueva Micó Árbol académico
    1. [1] Universidad Politécnica de Valencia

      Universidad Politécnica de Valencia

      Valencia, España

  • Localización: Mathematical Modelling in Engineering & Human Behaviour: MME&HB2022 / coord. por Juan Ramón Torregrosa Sánchez Árbol académico, Juan Carlos Cortés López Árbol académico, Antonio Hervas Jorge Árbol académico, A. Vidal Ferràndiz Árbol académico, Elena López Navarro, 2022, ISBN 978-84-09-47037-2, págs. 91-96
  • Idioma: inglés
  • Enlaces
  • Referencias bibliográficas
    • Alireza Abdolrasouli et al. “In vitro efficacy of disinfectants utilised for skin decolonisation and environmental decontamination during...
    • Leiwen Fu et al. “Study on growth characteristics of Candida auris under different conditions in vitro and its in vivo toxicity”. In: Zhejiang...
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    • Juan E. Keymer et al. “Bacterial metapopulations in nanofabricated landscapes”. In: Proceed- ings of the National Academy of Sciences 103.46...
    • Patrick Lascaux. Lectures on Numerical Methods for Time Dependent Equations: Applications to Fluid Flow Problems. Vol. 52. Tata Institute...
    • Jordan Lee and Mr Sungwoo Jeong. Stability of Finite Difference Schemes on the Diffusion Equation with Discontinuous Coefficients. (2017.
    • Amauri J. Paula, Geelsu Hwang and Hyun Koo. “Dynamics of bacterial population growth in biofilms resemble spatial and structural aspects of...
    • Vladimir M Tikhomirov. Selected Works of AN Kolmogorov: Volume I: Mathematics and Mechanics. Vol. 25. Springer Science & Business Media,...
    • Tofallis, C ”A Better Measure of Relative Prediction Accuracy for Model Selection and Model Estimation”, In: Journal of the Operational Research...

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