Title : ( Perfect ranking test in moving extreme ranked set sampling )
Authors: Hamid Rahmani , Mostafa Razmkhah ,
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Abstract
The problem of testing perfect rankings in moving extreme ranked set sampling is studied. The most powerful rank test as well as some other rank-based tests are introduced and they are compared in view of the power criterion. An estimation problem is also investigated under both perfect and imperfect rankings models. It is shown that even under imperfect rankings, the moving extreme ranked set sampling {may be} more efficient than the simple random sampling scheme.
Keywords
, Order statistics; Imperfect rankings; Most powerful rank test; Rank, based tests.
@article{paperid:1052983,
author = {Rahmani, Hamid and Razmkhah, Mostafa},
title = {Perfect ranking test in moving extreme ranked set sampling},
journal = {Statistical Papers},
year = {2016},
volume = {58},
number = {3},
month = {December},
issn = {0932-5026},
pages = {855--875},
numpages = {20},
keywords = {Order statistics; Imperfect rankings; Most powerful rank test; Rank-based tests.},
}
%0 Journal Article
%T Perfect ranking test in moving extreme ranked set sampling
%A Rahmani, Hamid
%A Razmkhah, Mostafa
%J Statistical Papers
%@ 0932-5026
%D 2016
