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Contains the values of β0 and β1 from the linear regression model that is fit to the data:
The detrended series is equal to Dt = Ot - Trendt, where Ot is the original time series.
C is the (optional) Constant
A is the Amplitude of the cosine wave
U is the number of Units per Cycle
P is the Phase of the cosine wave
t is one less than the row number of a given observation
The decycled series is equal to Dt = Ot - Cyclet, where Ot is the original time series.
Overlays the X11-adjusted time series on the original time series, Ot. The X11-adjusted values are Ot/St for the multiplicative adjustment and Ot - St for the additive adjustment.
Shows or hides the X11 summary tables, as described in Shiskin et. al. (1967). The tables are grouped into five categories (labeled B through F), described in Table 16.1.
Saves four columns to the data table: the seasonally adjusted time series, the seasonal components (St), the trend cycle components (Ct), and the irregular series components (It).
For details about the contents of the X11 output tables, see Shisken et. al. (1967) or SAS/ETS 13.1 User’s Guide (search for “The output from PROC X11”).

Help created on 3/19/2020