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PING
0.9
Statistical data handling and processing in production environment
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Run a standard error estimation for changes between time T0 and T1 in cross-sectional estimators using the multivariate regression approach for a proportional 0/1 indicator.
idsn0
: the name of the input dataset at T0 in the work directory; it is the outdata_&odsn output dataset of the var_est_mvrg macro;yr0
: the year at time T0 for which the variance previously calculated by the var_est_mvrg macro;idsn1
: the name of the input dataset at T1 in the work directory; it is the outdata_&odsn output dataset of the var_est_mvrg macro;yr1
: the year at time T1 for which the variance previously calculated by the var_est_mvrg macro;cty_var
: the name of the column in the input datasets which contains the country codes;strt
: the name of the column in the input datasets which contains the starta information;clstr
: the name of the column in the input datasets which contains the cluster/PSU information;prp_ind
: the name of the column in the input datasets which contains the indicator variable which contains 0 or 1;ilib
: (option) input library where both datasets idsn0
and idsn1
must be stored; default: ilib
is set to WORK
.odsn
: name of the output dataset containig the country code, the indicator value at time T0, at time T1, and the standard error of the net change;olib
: (option) output library; default: olib
is set to WORK
.Run for instance: ~~~sas var_mvrg_cmpr(idsn0=outdata_mvrgt0, yr0=2014, idsn1=outdata_mvrgt1, yr1=2015, odsn=arope_comparison, cty_var=DB020, strt=DB050, clstr=DB030, prp_ind=arope); ~~~
The macro %var_mvrg_cmpr
uses the implementation of variance estimation developed within the context of NET-SILC2 by [Osier et al, 2013] following the original algorithm of [Berger and Priam, 2010 and 2016].