Nothing

```
Rates.ac <-
function(Stable)
{
# Stable <- trans$Stable
# Calculate transition rates (occurrence-exposure rates): rates
# Input: Stable.out, created in TAB_TRANS.r
nage <- nrow(Stable)-2
namstates <- unlist (unname(dimnames(Stable))[3])
numstates <- length (namstates)
namage <- unlist (unname(dimnames(Stable))[1])[1:nage]
rates <- Stable[1:nage,4:(3+numstates),] # rates: origin = third dimension
for (k in 1:numstates) rates[,k,] <- rates[,k,]/Stable[1:nage,2,]
for (ix in 1:nage) diag(rates[ix,,]) <- 0
dimnames(rates) <- list(age=namage,destination=namstates,origin=namstates)
# Create Mac matrix (period-cohort): M = age,sex, destin, origin
# Mac <- array (0,c(nage,numstates,numstates))
Mac <- - aperm(rates,c(1,3,2)) # (old)
Mac <- rates
# Replace infinite rate (when PY =0) by a large number
Mac[Mac==Inf | Mac > 2 ] <- 2
Mac[is.na(Mac)] =0
for (ix in 1:nage)
{ # diag(Mac[ix,is,,]) <- mortality rate
diag(Mac[ix,,]) <- - apply(Mac[ix,,],2,sum) # column sum
# diagonal = total outmig rate + mortality rates
# for (i in 1:numstates) {for (j in 1:numstates) if (is.na(Mac[ix,i,j])) Mac[ix,i,j] <- 0}
}
Mcum<- apply(Mac,c(2,3),cumsum) #Lambda.oe[51,,] = includes rates of 50-51 -> for P at age 51 = P[52,,]
rownames(Mcum) <- c(rownames(Mac)[2:(length(rownames(Mac)))],"54")
return (list (M = Mac,
Mcum = Mcum))# origin = third dimension See Mac[,,1:2]
}
```

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