Description Usage Arguments Details Value
Heteroskedasticity-Robust Variance-Covariance Matrix Estimator (HC4)
1 | robust_HC4(X, e)
|
X |
the model matrix. Can be obtained by applying the function |
e |
vector of residuals. Can be obtained by applying the function |
The different types of robust estimators differ in their degrees-of-freedom corrections for finite sample bias. In the case of HC4, the diagonal entries of the "meat" matrix, ω_i are given as
ω_i^2 = \frac{\hat e_i^2}{(1 - h_{ii})^{δ_i}}
where \hat e_i are the residuals of the model, h_{ii} is the ith diagonal of the hat-matrix, and
δ_i = min(4, h_{ii}/\bar{h}),
where \bar{h} = n^{-1}∑_{i=1}^n h_{ii}.
returns a heteroskedasticity-robust variance-covariance matrix of type HC4.
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