Title : ( A quantile-based generalized dynamic cumulative measure of entropy )
Authors: Simindokht Baratpour Bajgiran , amirhamzeh khammar ,
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Abstract
The cumulative residual entropy (CRE), introduced by Rao et al. (2004), is a new measure of uncertainty and viewed as a dynamic measure of uncertainty. Asadi and Zohrevand (2007) proposed a dynamic form of the CRE, namely dynamic CRE. Recently, Kumar and Taneja (2011) introduced a generalized dynamic CRE based on the Varma entropy introduced by Varma (1966) and called it dynamic CRE of order α and type β. In the present article, we introduce a quantile version of the dynamic CRE of order α and type β and study its properties. For this measure, we obtain some characterization results, aging classes properties, and stochastic comparisons.
Keywords
Characterization; Dynamic cumulative residual entropy of order α and type β; Quantile function; Reliability measures; Stochastic comparisons.
@article{paperid:1064778,
author = {Baratpour Bajgiran, Simindokht and Khammar, Amirhamzeh},
title = {A quantile-based generalized dynamic cumulative measure of entropy},
journal = {Communications in Statistics - Theory and Methods},
year = {2017},
volume = {47},
number = {13},
month = {January},
issn = {0361-0926},
pages = {3104--3117},
numpages = {13},
keywords = {Characterization; Dynamic cumulative residual entropy of order α and type β; Quantile function; Reliability
measures; Stochastic comparisons.},
}
%0 Journal Article
%T A quantile-based generalized dynamic cumulative measure of entropy
%A Baratpour Bajgiran, Simindokht
%A Khammar, Amirhamzeh
%J Communications in Statistics - Theory and Methods
%@ 0361-0926
%D 2017
