Computes mean forecast errors and mean square forecast errors for each age level. Computes integrated squared forecast errors and integrated absolute percentage forecast errors for each year.
Arguments
- data
Demogdata object such as created using
read.demogdata
containing actual demographic rates.- forecast
Demogdata object such as created using
forecast.fdm
orforecast.lca
.- series
Name of series to use. Default: the first matrix within
forecast$rate
.- ages
Ages to use for comparison. Default: all available ages.
- max.age
Upper age to use for comparison.
- years
Years to use in comparison. Default is to use all available years that are common between data and forecast.
- interpolate
If TRUE, all zeros in data are replaced by interpolated estimates when computing the error measures on the log scale. Error measures on the original (rate) scale are unchanged.
Value
Object of class "errorfdm" with the following components:
- label
Name of region from which data taken.
- age
Ages from
data
object.- year
Years from
data
object.- <error>
Matrix of forecast errors on rates.
- <logerror>
Matrix of forecast errors on log rates.
- mean.error
Various measures of forecast accuracy averaged across years. Specifically ME=mean error, MSE=mean squared error, MPE=mean percentage error and MAPE=mean absolute percentage error.
- int.error
Various measures of forecast accuracy integrated across ages. Specifically IE=integrated error, ISE=integrated squared error, IPE=integrated percentage error and IAPE=integrated absolute percentage error.
- life.expectancy
If
data$type="mortality"
, function returns this component which is a matrix containing actual, forecast and actual-forecast for life expectancies.
Note that the error matrices have different names indicating if the series forecast was male, female or total.
Examples
fr.test <- extract.years(fr.sm,years=1921:1980)
fr.fit <- fdm(fr.test,order=2)
fr.error <- compare.demogdata(fr.mort, forecast(fr.fit,20))
#> Warning: No population data available for combining upper ages
plot(fr.error)
par(mfrow=c(2,1))
plot(fr.error$age,fr.error$mean.error[,"ME"],
type="l",xlab="Age",ylab="Mean Forecast Error")
plot(fr.error$int.error[,"ISE"],
xlab="Year",ylab="Integrated Square Error")