Agriculture Reference
In-Depth Information
>
set.seed(200694)
>
fstphsrs
<
- srswor(2*n,N)
>
framefst
<
- framepop[fstphsrs
¼¼
1,]
>
sndphstr
<
- strata(framefst,"strataid",
+ size
¼
rep(25,4),method
¼
"srswor")
>
sndphstr
<
- getdata(framefst,sndphstr)
>
par(mar
¼
c(1,1,1,1), xaxs
¼
"i",yaxs
¼
"i")
>
plot(framefst$xc,framefst$yc, axes
¼
F,cex
¼
2,
+ pch
¼
1,xlim
¼
c(0,1),ylim
¼
c(0,1))
>
abline(h
¼
0.5,lty
¼
2,lwd
¼
2)
>
abline(v
¼
0.5,lty
¼
2,lwd
¼
2)
>
box()
>
points(sndphstr$xc,sndphstr$yc, pch
¼
19, cex
¼
2, col
¼
gray(0.8))
>
points(framepop$xc,framepop$yc, pch
¼
19, cex
¼
0.5)
>
points(framefst$xc,framefst$yc, pch
¼
1 , cex
¼
2)
>
twoph
<
- framefst
>
twoph$sel
<
- rep("FALSE",nrow(twoph))
>
twoph[sndphstr$ID_unit,"sel"]
<
- "TRUE"
>
twoph$sel
<
- as.logical(twoph$sel)
>
twoph$Prob1
<
- rep(2*n/N,nrow(twoph))
>
twoph$Prob2
<
- rep(NA,nrow(twoph))
>
twoph[sndphstr$ID_unit,"Prob2"]
<
- sndphstr$Prob
>
d2ph
<
- twophase(id
¼
list(~id,~id),
+ strata
¼
list(NULL,~strataid),fpc
¼
list(~Prob1,~Prob2),
+ data
¼
twoph,subset
¼
~sel)
>
estr2ph
<
- svytotal(~yobs+as.factor(q1obs),d2ph)
>
estr2ph
total
SE
yobs
94111.5 1934.412
as.factor(q1obs)1
289.8
44.526
as.factor(q1obs)2
343.8
46.003
as.factor(q1obs)3
366.4
46.815
6.8 Sample Coordination and Longitudinal Surveys
Sample coordination has been a main topic of interest for many years, in both its
versions: negative and positive coordination. In negative coordination, the aim is to
minimize the number of common units between different samples drawn succes-
sively from a frame, mainly to reduce the
statistical burden
. In positive coordina-
tion, we want to maximize the overlap (Nedyalkova et al.
2008
).
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