2016:courses:kraenkel:spatial_ecology
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Table of Contents
Spatial Ecology - additional resources
Lecture
Tutorial
Sample notebook on integrating numerically the Fisher-Kolmogorov equation in 1 dimension:
Read more
- J.D. Murray: Mathematical Biology I & II (Springer, 2002)
- N.F. Britton: Essential Mathematical Biology ( Springer, 2003).
- R.S. Cantrell & C. Cosner: Spatial Ecology via Reaction-Diffusion Equations (Wiley, 2003).
- A. Okubo & S.A. Levin: Diffusion and Ecological Problems (Springer, 2001).
- P. Turchin: Quantitative Analysis of Movement (Sinauer, 1998)
- Skellam, J.G., 1951. Random dispersal in theoretical populations. Biometrika, 38: 196-218.
In the web
- Reaction-diffusion tutorial: from the point of view of chemistry, nice videos.
- Gray-Scott model: great site with codes, theory and results of a simple chemical reaction-diffusion that generates very complicated patterns. Also link to relevant paper on pattern generation by reaction-diffusion equations.
Cases
- Diffusion and home range parameters from rodent population measurements in Panama. Giuggioli et al. (2005). Bulletin of Mathematical Biology.
Wigner on unreasonable efectiveness of math
- Aiming the “unreasonable effectiveness of mathematics” at ecological theory. Giznburg et al. (2007).
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