Difference between revisions of "Modeling: Spread of epidemics"
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See the [[Introduction to dynamical systems and differential equations]] | See the [[Introduction to dynamical systems and differential equations]] | ||
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== Cool figures == | == Cool figures == | ||
Here is a link [[Image::Mafigure.jpg]] | Here is a link [[Image::Mafigure.jpg]] | ||
Revision as of 21:05, 25 May 2009
Background Epidemics (like the recent Avian Flu) are still an important threat to humans and animals. It is therefore important to understand their dynamics in order to try to control them. Mathematical tools can be very useful for this.
Goal: The goal of the project is to understand and analyze (with computer simulations) simple models of epidemic spread.
Mathematical tools: This project uses differential equations (or dynamical systems). A short introduction to differential equations will be provided. A mathematical software for performing simulations (matlab) will also be used.
Biological or Medical aspects: It will be discussed how those models can be used for determining public health policies (like vaccination) and what are their limitations
Supervisor: Micha Hersch
Students: Bruno Pais and Didier Languetin
References:
Miklos Farkas, Dynamical Models in Biology, Chapter 3, Academic Press, 2001 Media:FarkasChap3.pdf
Salut
Mathematical background
See the Introduction to dynamical systems and differential equations
Cool figures
Here is a link [[Image::Mafigure.jpg]]
