Recent developments in distribution theory: a brief survey and some new generalized classes of distributions
The generalization of the classical distributions is an old practice and has been considered
as precious as many other practical problems in statistics. These generalizations started with …
as precious as many other practical problems in statistics. These generalizations started with …
The transmuted Weibull-G family of distributions
We introduce a new family of continuous distributions called the transmuted Weibull-G family
of distributions which extends the transmuted class pioneered by Shaw and Buckley (2007) …
of distributions which extends the transmuted class pioneered by Shaw and Buckley (2007) …
[PDF][PDF] The Kumaraswamy Chris-Jerry distribution and its applications
OJ Obulezi, IC Anabike, GC Okoye… - Journal of Xidian …, 2023 - researchgate.net
A new distribution called Kumaraswamy Chris-Jerry distribution is suggested for modeling
lifetime data. Some basic properties of the new distribution including; quantile function, rth …
lifetime data. Some basic properties of the new distribution including; quantile function, rth …
[PDF][PDF] Kumaraswamy half-logistic distribution: properties and applications
RM Usman, M Haq, J Talib - J Stat Appl Probab, 2017 - naturalspublishing.com
This study elucidates a three-parameter probabilistic model generalized from Kumaraswamy
family using half logistic distribution as a baseline model named as Kumaraswamy half …
family using half logistic distribution as a baseline model named as Kumaraswamy half …
A new flexible four parameter bathtub curve failure rate model, and its application to right-censored data
This article introduces a new flexible four parameter distribution by convolution of the
exponential and Weibull distribution using the odd function transformation, which offers …
exponential and Weibull distribution using the odd function transformation, which offers …
[PDF][PDF] Pak. J. Statist. 2017 Vol. 33 (6), 449-466 PROPERTIES OF THE FOUR-PARAMETER WEIBULL DISTRIBUTION AND ITS APPLICATIONS
THM Abouelmagd1&4, S Al-mualim1&2, M Elgarhy… - Pak. J …, 2017 - researchgate.net
In this article, we study the so-called the Weibull Weibull distribution. General explicit
expressions for the quantile function, expansion of its density function, ordinary and …
expressions for the quantile function, expansion of its density function, ordinary and …
A new family of the continuous distributions: the extended Weibull-G family
MÇ Korkmaz - Communications Faculty of Sciences University of …, 2018 - dergipark.org.tr
In this study, we present a new family of continuous distributions via an extended form of the
Weibull distribution. Some special members of the newly defined family are discussed and …
Weibull distribution. Some special members of the newly defined family are discussed and …
The odd log-logistic exponentiated Weibull distribution: regression modeling, properties, and applications
This paper introduces a new lifetime distribution, the so-called odd log-logistic
exponentiated Weibull distribution. The new distribution has the advantage of being capable …
exponentiated Weibull distribution. The new distribution has the advantage of being capable …
A generalized modification of the Kumaraswamy distribution for modeling and analyzing real-life data
R Alshkaki - Statistics, Optimization & Information Computing, 2020 - iapress.org
In this paper, a generalized modification of the Kumaraswamy distribution is proposed, and
its distributional and characterizing properties are studied. This distribution is closed under …
its distributional and characterizing properties are studied. This distribution is closed under …
Marshall-Olkin distributions: a bibliometric study
IJ González-Hernández, R Granillo-Macías… - Scientometrics, 2021 - Springer
Recently, there has been a growing interest among statistical researchers to develop new
probability distributions, adding one or more parameters to previously existing ones. In this …
probability distributions, adding one or more parameters to previously existing ones. In this …