Data Patterns Flashcards
To which concept is this equation applied?
Compute Lag k autocorrelation coefficient (rk) between observations, Yt and Yt-k that are k periods apart.
Within this autocorrelation coefficient equation, to what does the following refer?
Yt-k
The observation at k time periods earlier than t.
Also, time period t-k.
Within this autocorrelation coefficient equation, to what does the following refer?
Yt
The observation time period
Within this autocorrelation coefficient equation, to what does the following refer?
Ӯ
The mean of the value of the series
Within this standard error/standard deviation of autocorrelation coefficient equation, to what does the following refer?
k
The time lag.
Within this standard error/standard deviation of autocorrelation coefficient equation, to what does the following refer?
ri
The autocorrelation at time lag i.
Within this autocorrelation coefficient equation, to what does the following refer?
rk
The autocorrelation coefficient for a lag of k periods.
Examples:
r1 = Calculation of the lag 1 correlation coefficient;
Correlation between Yt and Yt-1
r2 = Calculation of the lag 2 correlation coefficient;
Correlation between Yt and Yt-1
rk = Calculation of the lag k correlation coefficient;
Correlation between Yt and Yt-1
Generally, as the number of time lags (k) increases/decreases, the magnitude of the autocorrelation coefficients increase/decrease.
Generally, as the number of time lags (k) increases, the magnitude of the autocorrelation coefficients decrease.
To which concept is this equation applied?
This equation is used to compute the standard deviations (or standard errors) of the autocorrelation coefficients.
True or False
The irregular component is the part of a time series that remains after the other components have been removed.
True.
{Extra info about the irregular component goes here}
True or False
The seasonal component is a pattern of change that repeats itself year after year.
True.
{Extra info about the seasonal component goes here}
True or False
The cyclical component is the wavelike fluctuation around the trend.
True.
{Extra info about the cyclical component goes here}