“Financial Development and Dynamic Investment Behavior: evidence from Panel VAR” (Inessa Love with Lea Ziccino), The Quarterly Review of Economics and Finance, 46 (2006), 190-210.
There are notes up front in the main program file pvar.ado explaining how to use these programs. There might be remaining bugs in the codes and they are not 100% error-proof. Please contact I. Love c/o research@worldbank.org if you find errors.
If you do end up using these programs for a paper, please acknowledge that you did so in the front-page footnote and please also use the citation above.
If you do end up using these programs, please send a copy of your work, when it is done, to I. Love c/o research@worldbank.org.
I'm have some quaestions about the pvar.ado package. It has been introduced by Inessa Love but before I turn to her I was wondering if some of you know solutions to my problems Browsing the Internet resp. Statalist was not successful.
To come up with my dataset: I have a long balanced Panel (N=4, T=23) with yearly data, four endogenous variables and want to estimate a 1-lag PVAR.
Now my questions:
1) Everytime I use the monte [#] option to generate impulse response functions with error bands, they are indeed produced, but in an "old" graph format and not the common "live" format. Is there a way to convert the graph files into live format? Furthermore the graphs for the IRF's are not given in one big 4x4 stacked graph which would be better for graphical analysis. So I want to use the "graph combine" command which does not work for the old graph format. (Even this link did not help: http://www.ats.ucla.edu/stat/stata/faq/graphics78.htm)
Furthermore I get the error message "option t1() incorrectly specified". I cannot find any reason why.
2) Why do I have to time-demean the variables (as recommended in the help-file) before using the "helm" command for forward-demeaning? This just doesn't make sense to me.
3) Maybe I did not understand the PVAR approach sufficiently, but why do we have to use lagged dependant variables (t-2) as instruments for the t-1 rhs-variables? The problem of the fixed effects in dynamic regression analysis should be solved with the forward-demeaning using "helm" shouldn't it? Couldn't we just use the variables in levels as in a normal VAR after eliminating the fixed effects?