Dispersion Test of CSR for Split Point Pattern Based on Quadrat Counts
Performs a test of Complete Spatial Randomness for each of the component patterns in a split point pattern, based on quadrat counts. By default performs chi-squared tests; can also perform Monte Carlo based tests.
## S3 method for class 'splitppp' quadrat.test(X, ..., df=NULL, df.est=NULL, Xname=NULL)
X |
A split point pattern (object of class |
... |
Arguments passed to |
df,df.est,Xname |
Arguments passed to |
The function quadrat.test is generic, with methods for
point patterns (class "ppp"), split point patterns
(class "splitppp") and point process models
(class "ppm").
If X is a split point pattern, then for each of the
component point patterns (taken separately) we test
the null hypotheses of Complete Spatial Randomness,
then combine the result into a single test.
The method quadrat.test.ppp is applied to each
component point pattern. Then the results are pooled using
pool.quadrattest to obtain a single test.
An object of class "quadrattest" which can be printed and
plotted.
Adrian Baddeley Adrian.Baddeley@curtin.edu.au
and Rolf Turner r.turner@auckland.ac.nz
To test a Poisson point process model against a specific Poisson alternative,
use anova.ppm.
data(humberside) qH <- quadrat.test(split(humberside), 2, 3) plot(qH) qH
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