Hi,
I am working on zoo (time series) objects.
Is there any way to do a time series regression with a lag period?
E.g., Y(t) = b1*X1(t)+b2*X(t-1)+b3*X2(t)
Is "dynlm" the default one to use? Anything else
Thanks!
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Hi All,
Here is my sample data set..
y x
7/4/2009 -0.2368 -1.2727
7/11/2009 -0.5039 -5.2805
7/18/2009 -0.6655 -6.9641
7/25/2009 -0.3936 -3.6937
8/1/2009 -0.3463 -5.6457
8/8/2009 -0.3000 -1.7368
8/15/2009 0.2378 6.4600
8/22/2009 -0.2962 -3.1113
8/29/2009 -0.4346 -4.2039
9/5/2009 -0.6971 -7.8216
9/1
Hi Everyone,
I am doing a time series regression (one dependent time series variable, 7
independent time series variables and 32 annual observations). I have the
problem of cointegration, autocorrelation and multicollinearity. I am
considering an error correction model of the form:
diff(lnY(t))=a+
Dear,
I am doing a time series regression (one dependent time series variable, 7
independent time series variables and 32 annual observations). I have the
problem of cointegration, autocorrelation and multicollinearity. I am
considering an error correction model of the form:
diff(lnY(t))=a+b1*lnY(t
Hi Everyone,
I am trying to do a time series regression using the lm function. However,
according to the durbin watson test the errors are autocorrelated. And then
I tried to use the gls function to accomodate for the autocorrelated errors.
My question is how do I know what ARMA process (order) to
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