Is there any method to compare Moran's I between different populations? As
we know, in classical statistics ,there are ttest,Anova,...which can be used
to compare means in different populations,so we can make a decision whether
their means are different or not. But spatial statistics seems not to have
methods to compare Moran's I between different populations. Is it true?
 Another question is that spatial statistics don't pay enough attention to
descriptive spatial statistical index, but it maybe important in my opinion.
So have anybody seen some good materials on descriptive spatial statistical
index,such as mean center ,median center......?
thanks in advance!


--
Kind Regards,

	[[alternative HTML version deleted]]