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#######################LISA-Conditional Randomization##########################
##A function to implement a permutation test for LISAs. Look at the companion
# R script file 'Lisa Permutation Test.R'. The code on that scrpit forms the
# basis to this function.
lisa.perm<-function(x,listw,perm=999,FUN=mean,...){
z<-x-FUN(x,...)
n<-length(x)
s2<-sum(z^2)/(n-1)
lz<-lag.listw(listw,z)
Ii<-(z/s2)*lz
lisas<-matrix(0,n,perm)
rids<-matrix(0,max(card(listw$neighbours)),perm)
n_1<-n-1
for(j in 1:perm){
rids[,j]<-sample.int(n_1,size=max(card(listw$neighbours)),replace=FALSE)
}
for(i in 1:n){
# x=sample(z[-i],replace=FALSE)
x<-z[-i]
rz<-x[as.numeric(rids[1:length(listw$weights[[i]]),])]
rz<-matrix(rz,nrow=length(listw$weights[[i]]),ncol=perm,byrow=FALSE)
lisas[i,]=z[i]*(listw$weights[[i]]%*%rz)
}
rlisas<-(1/s2)*lisas
above<-rlisas>=Ii
larger<-rowSums(above)
low.extreme<-(perm-larger)<larger
larger[low.extreme]<-perm-larger[low.extreme]
p.sim<-(larger+1)/(perm+1)
y<-cbind(Ii,p.sim,z)
colnames(y)<-c('Ii','p-val','Zi')
class(y)<-'lisaPerm'
return(y)
}
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