The prototype of ar.ols() is
ar.ols(x, aic = TRUE, order.max = NULL, na.action = na.fail,
demean = TRUE, intercept = demean, series, ...)
demean: should the AR model be for ‘x’ minus its mean?
intercept: should a separate intercept term be fitted?
I wonder what differences are between demean and intercept? Thanks!
demean
controls whether the data are demeaned before fitting the autoregressive model. If demean=TRUE
, then you know in advance that the intercept will be 0 (up to rounding, machine, and other fitting error); as a result, intercept
is by default quite sensibly set to intercept=demean
.
In case you do still want the intercept term from a model fitted to the demeaned data, or in case you want to fit a model with no intercept to the un-demeaned data, ar.ols()
gives you two arguments that support all possible permutations of data demeaning and intercept fitting:
x <- diff(log(EuStockMarkets))
## Equivalent to ar.ols( ... , demean = TRUE)$x.intercept
ar.ols(x, order.max = 6, demean = TRUE, intercept = TRUE)$x.intercept
# DAX SMI CAC FTSE
# 5.108542e-06 -2.477317e-06 6.641355e-06 -3.423321e-06
ar.ols(x, order.max = 6, demean = TRUE, intercept = FALSE)$x.intercept
# NULL
ar.ols(x, order.max = 6, demean = FALSE, intercept = TRUE)$x.intercept
# DAX SMI CAC FTSE
# 0.0006940672 0.0007812742 0.0004866072 0.0004387839
## Equivalent to ar.ols( ..., demean = FALSE)$x.intercept
ar.ols(x, order.max = 6, demean = FALSE, intercept = FALSE)$x.intercept
# NULL
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