Spatial Ecology - additional resources

Lecture

Sample notebook on integrating numerically the Fisher-Kolmogorov equation in 1 dimension:

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.
Spatial Ecology and Evolution, course held at the III Southern Summer School on Mathematical Biology

Reaction-diffusion tutorial: nice introduction with 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.

Diffusion and home range parameters from rodent population measurements in Panama. Giuggioli et al. (2005). Bulletin of Mathematical Biology.
Fonseca CR, Coutinho RM, Azevedo F, Berbert JM, Corso G, Kraenkel RA (2013) Modeling Habitat Split: Landscape and Life History Traits Determine Amphibian Extinction Thresholds. PLoS ONE 8(6): e66806.