I have a two-dimensional point pattern (no marks) and I am trying to test for clustering in the presence of spatial inhomogeneity using envelopes and the inhomogenous pair correlation function. I am estimating an inhomogenous intensity function for the data using the density.ppp function. Here is some sample data:
x y
1 533.03 411.58
2 468.39 622.92
3 402.86 530.94
4 427.13 616.81
5 495.20 680.62
6 566.61 598.99
7 799.03 585.16
8 1060.09 544.23
9 144.66 747.40
10 138.14 752.92
11 449.49 839.15
12 756.45 713.72
13 741.01 728.41
14 760.22 740.28
15 802.34 756.21
16 799.04 764.89
17 773.81 771.97
18 768.41 720.07
19 746.14 754.11
20 815.40 765.14
There are ~1700 data points overall
Here is my code:
library("spatstat")
WT <- read.csv("Test.csv")
colnames(WT) <- c("x","y")
#determine bounding window
win <- ripras(WT)
unitname(win) <- c("micrometer")
#convert to ppp data class
WT.ppp <- as.ppp(WT, win)
plot(WT.ppp)
#estimate intensity function using cross validation
I <- density.ppp(WT.ppp,sigma=bw.diggle(WT.ppp),adjust=0.3,kernal="epanechnikov")
plot(I)
#predetermined r values for PCF
radius <- seq(from = 0, to = 50, by = 0.5)
#use envelopes to test the null hypothesis (ie. inhomogenous poisson process)
PCF_envelopes <- envelope(WT.ppp,divisor="d", pcfinhom,r = radius,nsim=10,simulate=expression(rpoispp(I)) )
When I run rpoisspp(I), I get the following error:
Error in sample.int(npix, size = ni, replace = TRUE, prob = lpix) :
negative probability
I can't seem to figure out what the issue is....any suggestions?
Thanks for your help!