sensitivity = function(tseries1, tseries2, stbdyrange,lagrange){##Function to find transition prob matrix
###########################Check formatting######################
if(!is.numeric(tseries1)) stop("Time-series 1 is not a numeric vector")
if(!is.numeric(tseries2)) stop("Time-series 2 is not a numeric vector")
if(!class(stbdyrange) == "list") stop("A list of state boundaries must be provided")
#################################################################
######Calc # of lags and # of boundary ranges to be considered ##
#Name boundary Ranges############################################
nlags = length(lagrange)
nst = length(stbdyrange)
for(ii in 1:nst) names(stbdyrange)[ii] = paste("Bdy",ii,sep="")
#################################################################
#For each combo of lag/state boundary, calc the difference between
#two matrices and return the pretty delta matrix
#Name boundary Ranges############################################
ctr = 1 #index for deltamats list
nm2 = NULL #In each pass, store the name as a comb of lag/bdy
deltamats = list()
for(ii in 1:nst){
for(jj in 1:nlags){
tm1 = transmat(tseries1,stbdyrange[[ii]],lagrange[jj])
tm2 = transmat(tseries2,stbdyrange[[ii]],lagrange[jj])
dt = deltatrans(tm1,tm2)
deltamats[[ctr]] = dt$prettydelta
nm2[ctr] = paste(names(stbdyrange)[ii],"_by_Lag",lagrange[jj],sep = "")
ctr = ctr+1
}
}
names(deltamats) = nm2
###Return lag range, boundary range and matrices################
rtn = list(stbdyrange,lagrange,deltamats)
names(rtn) = c("stbdyrange", "lagrange", "deltamats")
return(rtn)
}
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