Dear all,
I try to estimate these two equations (extracted from the paper of Arvin et Baum 1997, Tied and untied foreign aid: a theoretical and empirical analysis, Keio Economic Studies 34(2)):
Array
I have data on A1 and A2, I can therefore have a discrete approximation of A1dot/A1 and A2dot/A2. Have to be estimated the six remaining parameters. My data set is a panel (29 individuals over 38 years). My goal, first use pooled data to estimate the 6 parameters (I may have to put constraints on some of them) and then use current non-linear panel techniques to estimate the same 6 parameters (I still may have to put constraints on some of them). My question, is someone aware of an in-built command in Stata that does solve such non-linear panel data model (ideally with the option of imposing some constraints on my parameters)? Is by any case, the new command menl implemented in Stata 15 doing what I want to do?
Thanks for your help,
Luciano
I try to estimate these two equations (extracted from the paper of Arvin et Baum 1997, Tied and untied foreign aid: a theoretical and empirical analysis, Keio Economic Studies 34(2)):
Array
I have data on A1 and A2, I can therefore have a discrete approximation of A1dot/A1 and A2dot/A2. Have to be estimated the six remaining parameters. My data set is a panel (29 individuals over 38 years). My goal, first use pooled data to estimate the 6 parameters (I may have to put constraints on some of them) and then use current non-linear panel techniques to estimate the same 6 parameters (I still may have to put constraints on some of them). My question, is someone aware of an in-built command in Stata that does solve such non-linear panel data model (ideally with the option of imposing some constraints on my parameters)? Is by any case, the new command menl implemented in Stata 15 doing what I want to do?
Thanks for your help,
Luciano