Agriculture Reference
In-Depth Information
Fig. 10.2 Histograms of the estimates of a ratio for each bootstrap (
left
) and jackknife (
right
)
replicate
>
dsrsjk1
<
- as.svrepdesign(dsrs, type¼"JK1")
>
esrsjk1
<
- svyratio(~yobs2,~yobs, dsrsjk1)
>
esrsjk1
Ratio estimator: svyratio.svyrep.design(~yobs2, ~yobs, dsrsjk1)
Ratios
yobs
yobs2 0.7522619
SEs
¼
[,1]
[1,] 0.01211983
>
dsrsb
<
- as.svrepdesign(dsrs, type
¼
"bootstrap",rep
¼
200)
>
esrsb
<
- svyratio(~yobs2,~yobs, dsrsb)
>
esrsb
Ratio estimator: svyratio.svyrep.design(~yobs2, ~yobs, dsrsb)
Ratios
¼
yobs
yobs2 0.7522619
SEs
¼
[,1]
[1,] 0.01197464
Finally, it is sometimes important to display the empirical distribution of the
boostrap and jackknife replicates. The withReplicates function allows for
this. A more sophisticated reason to create
replicate weights
is that we may need to
perform an analysis that is not available in the survey package. We can imple-
ment the new model by writing code for point estimates, and repeatedly running it
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