On Concomitants of Ordered Random Variables under General Forms of Morgenstern Family

Abstract

Based on the extensions of Morgenstern family (Huang and Bairamov extensions), the concomitants of different types of generalized order statistics (gos) and dual generalized order statistics (dgos) are obtained. Moreover, a unified approach to such models are derived. Information properties such as Shannon entropy and KullbackLeibler divergence for Huang and Kotz extension are obtained.