Cumulative Residual Extropy properties of Ranked Set Sample for Cambanis Type Bivariate Distributions
Cumulative Residual Extropy Properties of Ranked Set Sample
In this paper, we consider the cumulative residual extropy (CREX) of concomitant of order statistic and its properties, when samples are taken from Cambanis family of distributions. By using the expression for CREX of concomitants of order statistics, the CREX of the RSS observations is obtained, when the study variate $ Y $ is difficult to measure but an auxiliary variable $ X $ is used to rank the units in each set, under the assumption that $ (X,Y) $ follows Cambanis type bivariate distributions.
How to Cite
George V, Chacko M. Cumulative Residual Extropy properties of Ranked Set Sample for Cambanis Type Bivariate Distributions: Cumulative Residual Extropy Properties of Ranked Set Sample. JKSA [Internet]. 2023 Mar. 31 [cited 2023 Jun. 1];33(1):50-7. Available from: https://ojs.ksa.org.in/index.php/JKSA/article/view/43