2020:courses:kraenkel:start

Institute for Theoretical Physics, UNESP, São Paulo, Brazil

This is a course on basic population biology, with applications to ecology and epidemiology. You will find the previous year's lectures on http://www.ictp-saifr.org/mathbio2 and in the links in the section “Past schools” in the sidebar.

Follow the links for handouts and supplementary material:

J. Murray : Mathematical Biology I ( Springer, 2002), chapters 1, 3, 10 and 11.

N. F. Britton, Essential Mathematical Biology (Springer,2003).

N. J. Gotelli, A Primer of Ecology (Sinauer, 2001, third edition), chapters 1, 2, 5 and 6 (very basic)

Complex Population Dynamics. Peter Turchin, Princeton Univ Press, 2003. (basic + more advanced topics)

S. P. Otto and T. Day, A Biologist’s Guide to Mathematical Modeling in Ecology and Evolution (Princeton U. Press, 2007).

Matthiopoulos, J. (2011). How to be a quantitative ecologist: the'A to R'of green mathematics and statistics. John Wiley & Sons.

- Partially-observed Markov Processes : a statistical formalism to fit systems of stochastic differential equations to empirical data.

Kingsland, S. 1995. Modeling nature-Episodes in the history of population ecology. The Chicago University Press, Chicago.

Keller, E. F. 2009. Making sense of life: Explaining biological development with models, metaphors, and machines. Harvard University Press.

- Aiming the “unreasonable effectiveness of mathematics” at ecological theory. Giznburg
*et al*. (2007).

2020/courses/kraenkel/start.txt · Last modified: 2019/11/28 16:20 by mendes

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