Location Analysis: Difference between revisions
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Below you will find a brief outline of each technique and a link to a description of how it is implemented in Ranges. | Below you will find a brief outline of each technique and a link to a description of how it is implemented in Ranges. | ||
==Inter-location Measures== | |||
==Convex Polygons== | |||
==Concave Polygons== | |||
==Ellipses== | |||
==Clusters== | |||
==Harmonic Mean Contours== | |||
==Kernel Contours== | |||
==Midline Analyses (Interlocation, Linear Ranges and Clusters)== |
Revision as of 07:19, 14 October 2014
This panel provides a number of analyses of location data, which are used either to provide simple inter-location measures, including dispersal detection, or to estimate home ranges. A wide variety of different methods of range analysis have been published. Ranges implements those that have been used to produce refereed publications beyond a first description, including convex polygons (sometimes called minimum area convex polygons, MCPs or MAPs), #Concave Polygons,concave polygons (with restricted edges), polygons in #Clusters,clusters, #Ellipses, ellipses and contouring from #Harmonic Means,harmonic means and other density #Kernels,kernels. Grid cells may be plotted by selecting options within #Concave Polygons,concave polygons.
The pros and cons of these different techniques are discussed in more detail in the Review Of Home Range Analyses, review of home range analyses and for a more comprehensive recent review, see “A Manual for Wildlife Radio Tagging” (Kenward 2001) and Kenward et al. 2001.
Below you will find a brief outline of each technique and a link to a description of how it is implemented in Ranges.