Hi all,
I have to estimate the following equation:
In fact, DIV is a function of NON:
However, how can I compute b1 by basing on the regression result of equation(5)?
In fact, what I'm doing is to replicate the following study (http://www.sciencedirect.com/science...78426605001342) (The equations are in page 2144; and the table represent indirect and direct effect is in page 2149).
By searching, I find that we can use SEM (http://www.stata.com/manuals13/sem.pdf), however, what the paper reports is not look like SEM, because the paper states that the direct and indirect effects are based on regression result (eq(5)).
I'm looking forward to hearing your opinions!
Thanks in advance.[INDENT=2] [/INDENT]
I have to estimate the following equation:
Yi = a + b1*DIVi + b2*NONi + Xi + ei (5)I would like to compute the direct and indirect effect after estimation, i.e. the impact of a change of NON on Y.
In fact, DIV is a function of NON:
DIV = 2*NON - 2*NON2 (6)So that, when we take derivative of (5), we have:
dY/dNON = b1*dDIV/dNON + b2 (7)I estimate (5) by using -regress- . Thus, when we take derivative of (5) (dY/dNON), we will have b2 which is the direct effect of NON on Y, which is constant.
However, how can I compute b1 by basing on the regression result of equation(5)?
In fact, what I'm doing is to replicate the following study (http://www.sciencedirect.com/science...78426605001342) (The equations are in page 2144; and the table represent indirect and direct effect is in page 2149).
By searching, I find that we can use SEM (http://www.stata.com/manuals13/sem.pdf), however, what the paper reports is not look like SEM, because the paper states that the direct and indirect effects are based on regression result (eq(5)).
I'm looking forward to hearing your opinions!
Thanks in advance.[INDENT=2] [/INDENT]
Comment