Hi there,
I am conducting a research on the effectiveness of economic sanctions based on a heteroskedastic probit model and I have some questions concerning the output STATA generates.
First, for one of my models the Wald chi2 (df=7) = 10.49 with Prob > chi2 = 0.1627. Can I still use this model even though the model as a whole is not significant (the main independent variables are highly significant at the 99 percent level).
Second, the model tells me that the likelihood ratio test of ln sigma2=0: chi2 (1) = 10.74 with Prob > chi2 = 0.0010. Does that mean that the test for heteroskedasticity is significant so that I can reject the null of homoskedasticity in my model (the variance coefficient in the variance equation is statistically significant at p < 0.01)? I read something about a critical value that chi2 has to reach in order to assume heteroskedasticity based on the likelihood ratio test of ln sigma2. Or can I generally argue that if Prob > chi2 = 0.0010, the model shows evidence of heteroskedasticity.
I really appreciate your help!
Cheers,
Phillip
I am conducting a research on the effectiveness of economic sanctions based on a heteroskedastic probit model and I have some questions concerning the output STATA generates.
First, for one of my models the Wald chi2 (df=7) = 10.49 with Prob > chi2 = 0.1627. Can I still use this model even though the model as a whole is not significant (the main independent variables are highly significant at the 99 percent level).
Second, the model tells me that the likelihood ratio test of ln sigma2=0: chi2 (1) = 10.74 with Prob > chi2 = 0.0010. Does that mean that the test for heteroskedasticity is significant so that I can reject the null of homoskedasticity in my model (the variance coefficient in the variance equation is statistically significant at p < 0.01)? I read something about a critical value that chi2 has to reach in order to assume heteroskedasticity based on the likelihood ratio test of ln sigma2. Or can I generally argue that if Prob > chi2 = 0.0010, the model shows evidence of heteroskedasticity.
I really appreciate your help!
Cheers,
Phillip
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