vcov_hac | R Documentation |
Set of functions to compute the VCOVs robust to different forms correlation in panel or time series settings.
vcov_DK(x, time = NULL, lag = NULL, ssc = NULL, vcov_fix = TRUE)
vcov_NW(x, unit = NULL, time = NULL, lag = NULL, ssc = NULL, vcov_fix = TRUE)
NW(lag = NULL)
newey_west(lag = NULL)
DK(lag = NULL)
driscoll_kraay(lag = NULL)
x |
A |
time |
A character scalar or a one sided formula giving the name of the variable representing the time. |
lag |
An integer scalar, default is |
ssc |
An object returned by the function |
vcov_fix |
Logical scalar, default is |
unit |
A character scalar or a one sided formula giving the name of the variable representing the units of the panel. |
There are currently three VCOV types: Newey-West applied to time series, Newey-West applied to a panel setting (when the argument 'unit' is not missing), and Driscoll-Kraay.
The functions on this page without the prefix "vcov_" do not compute VCOVs directly but
are meant to be used in the argument vcov
of fixest
functions (e.g. in vcov.fixest
or even in the estimation calls).
Note that for Driscoll-Kraay VCOVs, to ensure its properties the number of periods should be long enough (a minimum of 20 periods or so).
If the first argument is a fixest
object, then a VCOV is returned (i.e. a symmetric matrix).
If the first argument is not a fixest
object, then a) implicitly the arguments are shifted to
the left (i.e. vcov_DK(~year)
is equivalent to vcov_DK(time = ~year)
) and b) a
VCOV-request is returned and NOT a VCOV. That VCOV-request can then be used in the argument
vcov
of various fixest
functions (e.g. vcov.fixest
or even in the estimation calls).
The default lag selection depends on whether the VCOV applies to a panel or a time series.
For panels, i.e. panel Newey-West or Driscoll-Kraay VCOV, the default lag is n_t^0.25
with
n_t
the number of time periods. This is based on Newey and West 1987.
For time series Newey-West, the default lag is found thanks to the
bwNeweyWest
function from the sandwich
package. It is based on
Newey and West 1994.
Newey WK, West KD (1987). "A Simple, Positive Semi-Definite, Heteroskedasticity and Autocorrelation Consistent Covariance Matrix." Econometrica, 55(3), 703-708. doi:10.2307/1913610.
Driscoll JC, Kraay AC (1998). "Consistent Covariance Matrix Estimation with Spatially Dependent Panel Data." The Review of Economics and Statistics, 80(4), 549-560. doi:10.1162/003465398557825.
Millo G (2017). "Robust Standard Error Estimators for Panel Models: A Unifying Approach" Journal of Statistical Software, 82(3). doi:10.18637/jss.v082.i03.
data(base_did)
#
# During the estimation
#
# Panel Newey-West, lag = 2
feols(y ~ x1, base_did, NW(2) ~ id + period)
# Driscoll-Kraay
feols(y ~ x1, base_did, DK ~ period)
# If the estimation is made with a panel.id, the dimensions are
# automatically deduced:
est = feols(y ~ x1, base_did, "NW", panel.id = ~id + period)
est
#
# Post estimation
#
# If missing, the unit and time are automatically deduced from
# the panel.id used in the estimation
vcov_NW(est, lag = 2)
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