Hello all,
My current project aims to test whether gdp growth rate varies with different regimes of foreign direct investment. For this reason, I am running a simple threshold model.
$$
gdpgr = \alpha + \beta_1 (fdi < \gamma) + \beta_2 (fdi > \gamma) + \epsilon
$$
My choices to run the above model specifications are XTHREG, THRESHOLD, and Hansen's THRESHOLDREG, based on how my data is organized.
Now, my sample comprises of a list of 32 countries with different start years and different end years, and no gaps. see the description below.
It is my understanding that XTHREG definitely cannot be used here, since the data is NOT balanced.
However, I am NOT sure whether THRESHOLD regression specification would aid my purpose. When I give it a try, I get the following "gaps not allowed" error.
Is THRESHOLD specification also for perfectly balanced data only?
As a check, I ran the THRESHOLD specification for a subset of my sample that is PERFECTLY BALANCED. However, I land with the same error!
What am I missing?
P.S: The analysis runs flawlessly Hansen's THRESHOLDREG program specification. However, it does not support any post estimation options.
My current project aims to test whether gdp growth rate varies with different regimes of foreign direct investment. For this reason, I am running a simple threshold model.
$$
gdpgr = \alpha + \beta_1 (fdi < \gamma) + \beta_2 (fdi > \gamma) + \epsilon
$$
My choices to run the above model specifications are XTHREG, THRESHOLD, and Hansen's THRESHOLDREG, based on how my data is organized.
Now, my sample comprises of a list of 32 countries with different start years and different end years, and no gaps. see the description below.
Code:
. // describe the final data
. xtset ccode year
panel variable: ccode (unbalanced)
time variable: year, 1996 to 2017
delta: 1 unit
. tsset ccode year
panel variable: ccode (unbalanced)
time variable: year, 1996 to 2017
delta: 1 unit
Code:
. xtdescribe // list available time-series, by country
ccode: 1, 2, ..., 52 n = 32
year: 1996, 1997, ..., 2017 T = 22
Delta(year) = 1 unit
Span(year) = 22 periods
(ccode*year uniquely identifies each observation)
Distribution of T_i: min 5% 25% 50% 75% 95% max
10 15 19 21 22 22 22
Freq. Percent Cum. | Pattern
---------------------------+------------------------
15 46.88 46.88 | 1111111111111111111111
6 18.75 65.63 | 111111111111111111111.
2 6.25 71.88 | .......111111111111111
2 6.25 78.13 | 11111111111111111111..
1 3.13 81.25 | .......1111111111.....
1 3.13 84.38 | .....11111111111111111
1 3.13 87.50 | ....11111111111111111.
1 3.13 90.63 | ....111111111111111111
1 3.13 93.75 | 11111111111111111.....
2 6.25 100.00 | (other patterns)
---------------------------+------------------------
32 100.00 | XXXXXXXXXXXXXXXXXXXXXX
.
. xtpatternvar, gen(pattern) // list available time-series, count
. tab pattern
pattern | Freq. Percent Cum.
-----------------------+-----------------------------------
.......1111111111..... | 10 1.56 1.56
.......111111111111111 | 30 4.67 6.23
.....11111111111111111 | 17 2.65 8.88
....11111111111111111. | 17 2.65 11.53
....111111111111111111 | 18 2.80 14.33
11111111111111111..... | 17 2.65 16.98
111111111111111111.... | 18 2.80 19.78
1111111111111111111... | 19 2.96 22.74
11111111111111111111.. | 40 6.23 28.97
111111111111111111111. | 126 19.63 48.60
1111111111111111111111 | 330 51.40 100.00
-----------------------+-----------------------------------
Total | 642 100.00
.
However, I am NOT sure whether THRESHOLD regression specification would aid my purpose. When I give it a try, I get the following "gaps not allowed" error.
Code:
. // THRESHOLD regression . threshold pcig, threshvar(fdi2gdp) gaps not allowed r(198);
As a check, I ran the THRESHOLD specification for a subset of my sample that is PERFECTLY BALANCED. However, I land with the same error!
Code:
. // describe the final data
. xtset ccode year
panel variable: ccode (strongly balanced)
time variable: year, 1996 to 2017
delta: 1 unit
. tsset ccode year
panel variable: ccode (strongly balanced)
time variable: year, 1996 to 2017
delta: 1 unit
.
. xtdescribe // list available time-series, by country
ccode: 1, 4, ..., 52 n = 15
year: 1996, 1997, ..., 2017 T = 22
Delta(year) = 1 unit
Span(year) = 22 periods
(ccode*year uniquely identifies each observation)
Distribution of T_i: min 5% 25% 50% 75% 95% max
22 22 22 22 22 22 22
Freq. Percent Cum. | Pattern
---------------------------+------------------------
15 100.00 100.00 | 1111111111111111111111
---------------------------+------------------------
15 100.00 | XXXXXXXXXXXXXXXXXXXXXX
.
. xtpatternvar, gen(pattern) // list available time-series, count
. tab pattern
pattern | Freq. Percent Cum.
-----------------------+-----------------------------------
1111111111111111111111 | 330 100.00 100.00
-----------------------+-----------------------------------
Total | 330 100.00
.
. // THRESHOLD regression
. threshold pcig, threshvar(fdi2gdp)
gaps not allowed
r(198);
P.S: The analysis runs flawlessly Hansen's THRESHOLDREG program specification. However, it does not support any post estimation options.

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