1. Melbourne Mathematical Biology
  2. Themes

Themes

  • Biological fluid dynamics

    Explains the mechanisms of fluid flow in biological systems and their interrelationship with physiological processes.

  • Epidemiological dynamics

    Informing policy and practice through the mathematical modelling of infectious diseases, with a focus on emerging and neglected tropical diseases, through the lenses of biosecurity and on health.

  • Mathematical ecology and evolution

    Mathematical modelling of problems at the intersection of ecology and evolution, to understand adaption and render hypotheses in this field more open to falsification.

  • Multicellular biology

    The use of numerical methods to understand the behaviour of multicellular systems, through computer aided simulation.

  • Systems biology

    Mathematical modelling to understand how the components of a biological system interact to generate the properties and physiological behaviour of that system.

  • Tissue dynamics

    A mechanistic description to understand tissue scale phenomena.

  • Within-host dynamics

    Describes the relation between a disease within a host and the response triggered.

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Melbourne Mathematical Biology

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