The discrete analogue of the Weibull G family: properties, different applications, Bayesian and non-Bayesian estimation methods

M Ibrahim, MM Ali, HM Yousof - Annals of Data Science, 2021 - Springer
In this work, we propose and study a new discrete analogue of the Weibull class. Many
useful properties such as ordinary moments; moment generating function; cumulant …

A novel test statistic for right censored validity under a new Chen extension with applications in reliability and medicine

M Ibrahim, K Aidi, MM Ali, HM Yousof - Annals of Data Science, 2023 - Springer
A new modified version of the Bagdonavičius and Nikulin goodness-of-fit statistical test is
presented and investigated for validity under the exponentiated Rayleigh generalized Chen …

A novel G family for single acceptance sampling plan with application in quality and risk decisions

B Ahmed, MM Ali, HM Yousof - Annals of Data Science, 2024 - Springer
In this paper we present a new G family of probability distributions. Some of its mathematical
properties are derived. Based on a special member of the new family, a single acceptance …

[PDF][PDF] A new exponentiated Weibull distribution's extension: copula, mathematical properties and applications

MM Mansour, NS Butt, SI Ansari… - Contributions to …, 2020 - researchgate.net
We introduce a new continuous distribution based on the zero truncated Poisson model
which accommodates many important failure rate shapes. Some of its mathematical …

The Lindley Gompertz Model for Estimating the Survival Rates: Properties and Applications in Insurance

HS Mohamed, MM Ali, HM Yousof - Annals of Data Science, 2023 - Springer
This paper introduces a new extension of the Gompertz function for estimating the survival
rates. The actual survival rates from USA life tables 2015 is considered for assessment …

A new Lindley extension: estimation, risk assessment and analysis under bimodal right skewed precipitation data

M Hashempour, M Alizadeh, HM Yousof - Annals of Data Science, 2024 - Springer
The objectives of this study are to propose a new two-parameter lifespan distribution and
explain some of the most essential properties of that distribution. Through the course of this …

A generalization of lomax distribution with properties, copula and real data applications

H Elgohari, H Yousof - Pakistan Journal of Statistics and Operation …, 2020 - pjsor.com
A new generalization of Lomax distribution is derived and studied. Some of its useful
properties are derived. A simple clayton copula is used to generate many bivariate and …

A size-of-loss model for the negatively skewed insurance claims data: applications, risk analysis using different methods and statistical forecasting

HS Mohamed, GM Cordeiro, R Minkah… - Journal of Applied …, 2024 - Taylor & Francis
The future values of the expected claims are very important for the insurance companies for
avoiding the big losses under uncertainty which may be produced from future claims. In this …

A novel generator of continuous probability distributions for the asymmetric left-skewed bimodal real-life data with properties and copulas

WAM Shehata, H Yousof, M Aboraya - Pakistan Journal of Statistics and …, 2021 - pjsor.com
This paper presents a novel two-parameter G family of distributions. Relevant statistical
properties such as the ordinary moments, incomplete moments and moment generating …

A new flexible three-parameter model: properties, Clayton copula, and modeling real data

A A. Al-babtain, I Elbatal, H M. Yousof - Symmetry, 2020 - mdpi.com
In this article, we introduced a new extension of the binomial-exponential 2 distribution. We
discussed some of its structural mathematical properties. A simple type Copula-based …