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J. GREGSON, R. DE KOK, J. MOAT & S. BACHMAN (2007)<br />

method (Schatz 2002) and Rapoport’s mean propinquity method (Willis et al. 2003), (Fig. 2c).<br />

The cell adjacency method considers all contiguous grid cells from the AOO calculations to be<br />

a single subpopulation. Rapoport’s mean propinquity technique is based on the mean line<br />

length of a minimum spanning tree (a set of lines that connect all points in the minimum<br />

possible distance). Subpopulations are separated where the limb (line) distance is greater than<br />

twice the mean limb distance (Willis et al. 2003).<br />

Other parameters<br />

The above three parameters have the advantage that they can be calculated quickly, easily and<br />

automatically from georeferenced data sets, and can be used to assign preliminary conservation<br />

ratings to species using IUCN Criteria. For taxa that are threatened, a more detailed ‘desktop’<br />

conservation assessment may be required and GIS can be of use here too. Habitat level data<br />

can be used to infer declines at the species level. Remote sensing imagery including aerial<br />

photographs and satellite images were used to see how forest cover changed over time at<br />

Mount Oku and Ijim Ridge in Cameroon (Baena 2005).<br />

A B C D<br />

Fig. 2. Examples of EOO, AOO and subpopulations calculations using GIS. From Willis et al.<br />

(2003).<br />

Habitat fragmentation for each species distribution can also be calculated: the preferred habitat<br />

of the species is first identified from the label, and species distributions compared to habitat<br />

datasets. Fragmentation of habitats can be calculated using Fragstats program and Patch Analyst<br />

in ArcView. Consideration needs to be made as to which metric of fragmentation is used;<br />

again there may not be a ‘one size fits all’ solution. It may also be possible to develop indices<br />

of fragmentation based on the subpopulation techniques as discussed above. Biological meaning<br />

can be added to the distances between subpopulations, i.e., by considering dispersal ability so<br />

that a more realistic measure of fragmentation can be obtained.<br />

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