bflSmooth smoothes a time series into a time series of a higher frequency that exactly aggregates into the higher one. The process followed is Boot, Feibes and Lisman, which minimizes the squares of the variations.
Arguments
- lfserie
a time series to be smoothed
- nfrequency
the new high frequency. It must be a multiple of the low frequency.
- weights
NULL or a time series of the same size than the expected high-frequency serie.
- lfserie.is.rate
TRUE or FALSE. Only taken into account if weights isn't NULL.
Details
If weights
isn't NULL
the results depends of lfserie.is.rate
:
if
FALSE
the rate output/weights is smoothed with the constraint that the aggregated output is equal to the input lfserie.if
TRUE
the input lfserie is the rate to be smoothed, with the constraint that the low-frequency weighted means of the output are equal to lfserie.