I had thought Ripley's K was only for univariate situations but I just
found the k12hat function in the splancs package for bivariate
situations. I will give that a try.
Thanks,
Sam
José Manuel Blanco Moreno wrote:
I'm not sure that I have correctly understood your problem, but it
sounds like the sort of problems that are usually solved through
Ripley's K (or some of its derivatives: Condit's Omega, Pair Correlation
Function, Circumcircle methods...)
Good luck.
José M. Blanco
Sam Veloz escribió:
I have 3 sets of points (A,B,C) with coordinates. I would like to test
whether points from group A are more spatially clustered around points
in group B or are points from group A more spatially clustered around
points in group C. Can anyone suggest a test(or r function) for doing
this?
Thanks,
Sam
--
****************************************************
Sam Veloz
Postdoctoral Researcher
Department of Environmental Science and Policy
University of California, Davis
[email protected]
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