Dear all,
Using xtdpd, I'm trying to replicate Table 4 of Blundell and Bond (1998) "Initial conditions and moment restrictions in dynamic panel data models" - Journal of Econometrics 87, 115-143. I have searched for past threads on this topic, but I cannot find any (although several people tried to replicate what xtdpd does by using gmm).
So far, I have been successful the third column, no other column has been replicated.
The third column is exactly replicated as follows.
The results are exactly the same as the third column of Table 4, which is great.
However, I cannot replicate the fourth column, but the closest replication is as follows:
The results are different from the fourth column of Table 4, despite the success regarding the third column above.
In my understanding, this code utilizes the same orthogonal conditions as stated in footnotes of Table 4 (except for the constant term for the level equation, which is not clear whether or not being included; here I included it because it gives me closer estimates, but not sure if this is correct either). I have tried xtdpdsys as well, but I cannot do what I would like to do using its syntax (e.g., it includes other orthogonal conditions that I don't want to include).
As I've been spending so much time on this, I really appreciate it if anyone could tell me how to replicate the fourth column (as well as the first and the second columns).
Best Regards,
Futoshi
--
Futoshi Narita (Mr.)
Economist
Developing Markets Strategy Unit
Strategy, Policy, and Review Department
International Monetary Fund
TEL: 202-623-7143
Email: [email protected]
Using xtdpd, I'm trying to replicate Table 4 of Blundell and Bond (1998) "Initial conditions and moment restrictions in dynamic panel data models" - Journal of Econometrics 87, 115-143. I have searched for past threads on this topic, but I cannot find any (although several people tried to replicate what xtdpd does by using gmm).
So far, I have been successful the third column, no other column has been replicated.
The third column is exactly replicated as follows.
Code:
webuse abdata, clear *** Blundel and Bond (1998), Exact replication of "1976-1984 GMM DIF" - third column of Table 4 *** xtdpd L(0/1).n L(0/1).(w k) yr1978-yr1984, div(yr1978-yr1984) dgmmiv(n) dgmmiv(w k, lag(2 .)) noconstant
However, I cannot replicate the fourth column, but the closest replication is as follows:
Code:
webuse abdata, clear *** Blundel and Bond (1998), Close replication of "1976-1984 GMM SYS" - fourth column of Table 4 *** xtdpd L(0/1).n L(0/1).(w k) yr1978-yr1984, div(yr1978-yr1984) dgmmiv(n) dgmmiv(w k, lag(2 .)) lgmmiv(n w k, lag(1)) hascons
In my understanding, this code utilizes the same orthogonal conditions as stated in footnotes of Table 4 (except for the constant term for the level equation, which is not clear whether or not being included; here I included it because it gives me closer estimates, but not sure if this is correct either). I have tried xtdpdsys as well, but I cannot do what I would like to do using its syntax (e.g., it includes other orthogonal conditions that I don't want to include).
As I've been spending so much time on this, I really appreciate it if anyone could tell me how to replicate the fourth column (as well as the first and the second columns).
Best Regards,
Futoshi
--
Futoshi Narita (Mr.)
Economist
Developing Markets Strategy Unit
Strategy, Policy, and Review Department
International Monetary Fund
TEL: 202-623-7143
Email: [email protected]
Comment