Extropy Properties of Ranked Set Sample for Cambanis Type Bivariate Distributions

In this paper, the extropy of concomitants of order statistics and its properties when samples from Cambanis Type Bivariate Distributions is considered. By deriving the expression for extropy of concomitants of order statistics, the expression for extropy of ranked set sample of the study variable Y in which an auxiliary variable X is used to rank the units in each set, under the assumption that (X, Y) follows Cambanis type bivariate distributions is obtained. The discrimination information measures between concomitants of order statistics and parent data is also obtained.