con.rss {RSSampling} | R Documentation |
Selecting ranked set sample with a concomitant variable
Description
The con.rss
function samples from a target population by using ranked set sampling method. Ranking procedure of X is done by using concomitant variable Y.
Usage
con.rss(X,Y,m,r=1,sets=FALSE,concomitant=FALSE)
Arguments
X |
A vector of interested variable from target population |
Y |
A vector of concomitant variable from target population |
m |
Size of units in each set |
r |
Number of cycles. (Default by = 1) |
sets |
logical; if TRUE, ranked set sample is given with ranked sets(see |
concomitant |
logical; if TRUE, ranked set sample of concomitant variable is given |
Details
X and Y must be vectors and also they should be in same length.
Value
corr.coef |
the correlation coefficient between X and Y |
var.of.interest |
the sets of X, which are ranked by Y |
concomitant.var. |
the ranked sets of Y |
sample.x |
the obtained ranked set sample of X |
sample.y |
the obtained ranked set sample of Y |
References
McIntyre, G. A. (1952). A method for unbiased selective sampling, using ranked sets. Australian Journal of Agricultural Research, 3(4), 385-390.
Lynne Stokes, S. (1977). Ranked set sampling with concomitant variables. Communications in Statistics-Theory and Methods, 6(12), 1207-1211.
Chen, Z., Bai, Z., & Sinha, B. (2003). Ranked set sampling: theory and applications (Vol. 176). Springer Science & Business Media.
See Also
Examples
library("LearnBayes")
mu=c(1,12,2)
Sigma <- matrix(c(1,2,0,2,5,0.5,0,0.5,3), 3, 3)
x <- rmnorm(10000, mu, Sigma)
xx=as.numeric(x[,1])
xy=as.numeric(x[,3])
con.rss(xx, xy, m=3, r=4, sets=TRUE, concomitant=TRUE)