The dependent variable is inflation volatility (the standard deviation of a 60-month overlapping-rolling-window of inflation). Among the explanatory variables I have the Lag1 of inflation volatility, inflation in levels, effective real exchange rate volatility, ...
I use the following regression:
areg sd60_inf_m L1sd60_inf_m mean_tr_hpinf_m Qadj sd60_hpEERm shelter1983 crisis, absorb(SeriesIdCode) vce(cluster SeriesIdCode)
Could I test for dynamic stability of the coefficients? I had in mind the cusum6 test, but for panel data. Does it exist?
I get the following:
PHP Code:
. areg sd60_inf_m L1sd60_inf_m mean_tr_hpinf_m Qadj sd60_hpEERm shelter1983 crisis, abso
> rb(SeriesIdCode) vce(cluster SeriesIdCode)
Linear regression, absorbing indicators Number of obs = 43,497
F( 5, 99) = .
Prob > F = .
R-squared = 0.9980
Adj R-squared = 0.9980
Root MSE = 0.0006
(Std. Err. adjusted for 100 clusters in SeriesIdCode)
---------------------------------------------------------------------------------
| Robust
sd60_inf_m | Coef. Std. Err. t P>|t| [95% Conf. Interval]
----------------+----------------------------------------------------------------
L1sd60_inf_m | .9961985 .0008042 1238.80 0.000 .9946029 .9977941
mean_tr_hpinf_m | .0057533 .0030959 1.86 0.066 -.0003896 .0118962
Qadj | .000056 .0000197 2.84 0.005 .0000169 .000095
sd60_hpEERm | -.0020381 .0013724 -1.49 0.141 -.0047613 .000685
shelter1983 | -.000031 .0000141 -2.19 0.031 -.000059 -2.93e-06
crisis | -.0000117 7.99e-06 -1.47 0.145 -.0000276 4.13e-06
_cons | .0000634 .0000182 3.47 0.001 .0000272 .0000996
----------------+----------------------------------------------------------------
SeriesIdCode | absorbed (100 categories)
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