TY - JOUR
AU - Ahmadi, Mosayeb
AU - Mohtashami Borzadaran , G. R.
AU - Razmkhah, Mostafa
PY - 2022/04/21
Y2 - 2023/11/29
TI - Pitman’s Measure of Closeness for Weighted Random Variables: Accepted: April 2022
JF - REVSTAT-Statistical Journal
JA - REVSTAT
VL -
IS -
SE - Forthcoming Paper
DO -
UR - https://revstat.ine.pt/index.php/REVSTAT/article/view/509
SP -
AB - <p>Statistical inference based on weighted random variables is developed in the sense of Pitman’s measure of closeness. Some general formulas are presented to compute the Pitman closeness of two weighted random variables to the parameter of interest. A new general weighted model is also introduced and some properties are investigated. Also, the concept of Pitman’s measure of closeness is used for measuring the nearness of some weighted random variables with respect to each other. The results are illustrated using some real data sets. Eventually, some conclusions are stated.</p>
ER -