Multivariate GARCH with optimum Hedge in mean
Posted: Tue Feb 09, 2021 10:50 am
I have a three variables. The Covariance is matrix H and defined in Garch statements. I would like a equation for the mean of one of the variables (yt) in this way:
Beta1 = H(3,1) / H(1,1)
Beta2 = H(3,2) / H(2,2)
yt = b0 + d1*(Beta1*wt) + d2*(Beta2*zt) + et
b0, d1 and d2 are coefficients to be estimated, wt and zt are the other 2 variables in Multivariate Garch; et is the error. Variables wt and zt in mean could be defined in a VAR structure with l lags
How can I put this specification in a Multivariate GARCH (DCC by now)?
Regards,
Beta1 = H(3,1) / H(1,1)
Beta2 = H(3,2) / H(2,2)
yt = b0 + d1*(Beta1*wt) + d2*(Beta2*zt) + et
b0, d1 and d2 are coefficients to be estimated, wt and zt are the other 2 variables in Multivariate Garch; et is the error. Variables wt and zt in mean could be defined in a VAR structure with l lags
How can I put this specification in a Multivariate GARCH (DCC by now)?
Regards,