cmcknigh wrote:
Thank you for your response @TomDoan. A couple of quick follow up questions. (1) How would I go about calculating confidence bands if I wanted to graph these IRF's?
Unfortunately, that's very complicated because the lag coefficients are being estimated as part of a non-linear estimation, so there's no simple density from which to do the simulations like there is for a VAR or a VECM
without GARCH errors. It's doable, but requires a technique like
Markov Chain Monte Carlo which usually requires some experimentation to get the chain to work properly.
cmcknigh wrote:
(2) Is the default shock simply a one standard deviation shock?
I don't think you want that. It looks like unit shocks (or .01 shocks if you didn't multiply up by 100) would make more sense under the circumstances. (FACTOR=%IDENTITY(%NVAR) or FACTOR=.01*%IDENTITY(%NVAR) depending upon the desired scale).
cmcknigh wrote:
(3) I know in other statistical software like Stata and EViews, the VECM output breaks down the ECT parameter into something like 〖ECT〗_(t-1)=1.000*〖wheat〗_(t-1)-1.66876*〖corn〗_(t-1)+1.852559*〖ethanol〗_(t-1)-0.465659*〖gasoline〗_(t-1)-4.432442. However in the RATS output, I only see one estimated coefficient on the EC1{1} parameter. Is there a way to break it down?
You can do
display ecteq
to see the linear combination used in the error correction term. I'm not sure how writing that out accomplishes much.