The model

This is a spatial population ecology model, where the population experiences spatially correlated extinction or disturbance events. The population is green. Births and deaths happen in continuous time at fixed rates. When deaths occur, entire blocks of sites go extinct simultaneously.

A "time step" for this model is defined as every L*L/4 events, where L is the size of the lattice (120 by default here). Because it's a continuous-time asynchronous model, during a "time step" here, on average 1/4 of the sites are updated, but some sites may be updated multiple times within a single time step.

This implements the model described in my paper "Spatially Correlated Disturbances in a Locally Dispersing Population Model", Journal of Theoretical Biology 232 (1), 143--149 (2005).

The Controls

See the parent web page for general controls. But if you're too impatient to read the instructions, just note that you need to right-click on the menu-buttons to pop up their menus.

Controls specific to this particular applet are:


Hiebeler's home page


Dave Hiebeler <hiebeler@math.zzz.edu> (change 'zzz' to 'umaine' to send e-mail -- sorry, but spam harvesters are out there)
Last modified: Tue Dec 19 22:35:09 2006