A test of goodness of fit for Rayleigh distribution via cumulative residual entropy...

The concepts of cumulative residual entropy (CRE) and dynamic

cumulative residual entropy (DCRE) were defined first in the continuous case

by Rao et al. (2004), Rao (2005) and Asadi and Zohrevand (2007). In this

paper, we define and s...

In this paper, we use cumulative residual Kullback-Leibler information (CRKL) and cumulative Kullback-Leibler information (CKL) to construct two goodness-offit test statisttics for testing exponentiality with progressively ...

Recently, Zografos and Nadarajah (2005) proposed two measures of uncertainty based

on the survival function, called the survival exponential entropy and the generalized

survival exponential entropy. In this ...

Some extensions of Shannon entropy to the survival function have been recently proposed. Misagh et al. (2011) introduced weighted cumulative residual entropy (WCRE) that was studied more by

Mirali et al. (2015). In this paper, dynamic...

Considering Rao et al. (2004) and Di Crescenzo and Longobardi (2009) studies,

Misagh et al. (2011) proposed a weighted information which is based on the cumulative

entropy called Weighted Cumulative Entropy ...

Two different distributions may have equal cumulative residual entropy (CRE), thus

a distribution cannot be determined by its CRE. In this article, we explore properties

of the CRE and study conditions under which the CRE of the first...

Rayleigh distribution is widely used for life-time modeling and is

important in electro vacuum devices and communication engineering. Rao et

al. (2004) suggested the Cumulative Residual Entropy (CRE), which is the...