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The AR distribution appears to be nearly complete for usage as a true vector autoregression parameterized by p cross-series coefficients, each of shape (d,d). The main change that has to be enacted is to use a dot product instead of elementwise multiplication here. However, I am unable to determine the role of the constant argument and why it necessitates the calculation of eps = value[self.p :] - self.rho[0] - x where, under the AR / VAR model, eps is assumed to have a diagonal Normal distribution.
The text was updated successfully, but these errors were encountered:
However, I am unable to determine the role of the constant argument and why it necessitates the calculation of eps = value[self.p :] - self.rho[0] - x
The constant is just an intercept term: y = rho[0] + x, where x are the convolved values and lagged coefficients from rho[1:]. The AR was refactored to V4 in #5734
The
AR
distribution appears to be nearly complete for usage as a true vector autoregression parameterized byp
cross-series coefficients, each of shape(d,d)
. The main change that has to be enacted is to use a dot product instead of elementwise multiplication here. However, I am unable to determine the role of theconstant
argument and why it necessitates the calculation ofeps = value[self.p :] - self.rho[0] - x
where, under the AR / VAR model,eps
is assumed to have a diagonal Normal distribution.The text was updated successfully, but these errors were encountered: