A new bivariate extended generalized inverted Kumaraswamy Weibull distribution
M Ragab, A Elhassanein - Advances in Mathematical Physics, 2022 - Wiley Online Library
This article presents a new bivariate extended generalized inverted Kumaraswamy Weibull
(BIEGIKw‐Weibull) distribution with nine parameters. Statistical properties of the new …
(BIEGIKw‐Weibull) distribution with nine parameters. Statistical properties of the new …
On a bivariate generalized inverted Kumaraswamy distribution
HZ Muhammed - Physica A: Statistical Mechanics and its Applications, 2020 - Elsevier
In this paper, a bivariate generalized inverted Kumaraswamy distribution is presented.
Different properties of this distribution are discussed. The maximum likelihood estimates for …
Different properties of this distribution are discussed. The maximum likelihood estimates for …
On statistical properties of a new bivariate modified Lindley distribution with an application to financial data
A Elhassanein - Complexity, 2022 - Wiley Online Library
There is an increasing interest in expanding the one‐parameter Lindley distribution to two‐
parameter, three‐parameter, and five‐parameter. The univariate one‐parameter Lindley …
parameter, three‐parameter, and five‐parameter. The univariate one‐parameter Lindley …
[PDF][PDF] Bivariate generalized Burr and related distributions: properties and estimation
HZ Muhammed - Journal of Data Science, 2019 - pdfs.semanticscholar.org
Compound distributions gained their importance from the fact that natural factors have
compound effects, as in the medical, social and logical experiments. Dubey (1968) …
compound effects, as in the medical, social and logical experiments. Dubey (1968) …
Analysis of Dependent Variables Following Marshal-Olkin Bivariate Distributions in the Presence of Progressive Type II Censoring
H Muhammed - Statistics, Optimization & Information Computing, 2023 - iapress.org
In this paper, the likelihood function under progressive Type II censoring is generalized for
Marshal-Olkin bivariate class of distributions and applied it on the bivariate Dagum …
Marshal-Olkin bivariate class of distributions and applied it on the bivariate Dagum …
[PDF][PDF] A joint chance constrained programming with bivariate Dagum distribution
KM El-Khabeary, A El-Dash, NM Hafez… - Mathematics and …, 2023 - academia.edu
A Joint chance-constrained programming (JCCP) technique is regarded as one of the most
useful applicable techniques of stochastic programming techniques. It is more suitable for …
useful applicable techniques of stochastic programming techniques. It is more suitable for …
A generator of bivariate distributions: Properties, estimation, and applications
M Franco, JM Vivo, D Kundu - Mathematics, 2020 - mdpi.com
In 2020, El-Morshedy et al. introduced a bivariate extension of the Burr type X generator
(BBX-G) of distributions, and Muhammed presented a bivariate generalized inverted …
(BBX-G) of distributions, and Muhammed presented a bivariate generalized inverted …
STATISTICAL TABLES FOR EXACT AND APPROXIMATE BIVARIATE DAGUM DISTRIBUTION
KM El-Khabeary, A El-Dash… - … and Applications in …, 2024 - pphmjopenaccess.com
Multivariate distributions, especially bivariate Dagum distribution, are pivotal in various
economic, social, and business fields. However, researchers, especially non-specialized …
economic, social, and business fields. However, researchers, especially non-specialized …
A Class of Bivariate Semiparametric Families of Distributions
HZ Muhammed - Journal of Data Science, 2020 - airitilibrary.com
The study of semiparametric families is useful because it provides methods of extending
families for adding flexibility in fitting data. The main aim of this paper is to introduce a class …
families for adding flexibility in fitting data. The main aim of this paper is to introduce a class …
[PDF][PDF] Mixture Model on Development of Bivariate Product Distribution and its Properties
UV Echebiri, AJ Nomuoja, CS Ngene… - Asian J. Prob …, 2022 - researchgate.net
In the study, some bivariate distributions were developed from mixture model offspring,
using the Independent (Product) distribution approach. These developments are …
using the Independent (Product) distribution approach. These developments are …