Hi,
Since seemingly unrelated regression (SUR) is linear regression with correlated errors (at least that's my understanding), does it make sense to bootstrap it if there is residual non-normality and/or heterogeneity of variance in the linear regression models that comprise the SUR model? I assume this would relax the parametric assumptions, but I'm having a hard time finding confirmation of this approach.
E.g., say this model displays residual non-normality:
Would it then make sense for the following SUR model to be bootstrapped?:
Thanks.
Owen
Since seemingly unrelated regression (SUR) is linear regression with correlated errors (at least that's my understanding), does it make sense to bootstrap it if there is residual non-normality and/or heterogeneity of variance in the linear regression models that comprise the SUR model? I assume this would relax the parametric assumptions, but I'm having a hard time finding confirmation of this approach.
E.g., say this model displays residual non-normality:
Code:
reg price length turn
Code:
bootstrap, reps(1000) seed(1234): sureg (price length turn) (length turn)
Owen
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