Zubir Shah
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View article: A new flexible odd type-G family of distributions with properties and applications in the biomedical sector
A new flexible odd type-G family of distributions with properties and applications in the biomedical sector Open
View article: A logarithmic exponent power half Logistic-G family of Distributions: Repetitive acceptance sampling plan and applications to engineering and radiation sectors
A logarithmic exponent power half Logistic-G family of Distributions: Repetitive acceptance sampling plan and applications to engineering and radiation sectors Open
View article: A new flexible power-X family of distributions: Applications to reliability engineering data
A new flexible power-X family of distributions: Applications to reliability engineering data Open
View article: A novel odd Type-X family of distributions: Model, theory, and applications to medical, insurance, and engineering data sets
A novel odd Type-X family of distributions: Model, theory, and applications to medical, insurance, and engineering data sets Open
View article: A NEW flexible exponent power family of distributions with biomedical data analysis
A NEW flexible exponent power family of distributions with biomedical data analysis Open
View article: A novel flexible exponent power-X family of distributions with applications to COVID-19 mortality rate in Mexico and Canada
A novel flexible exponent power-X family of distributions with applications to COVID-19 mortality rate in Mexico and Canada Open
View article: A New Generalized Logarithmic–X Family of Distributions with Biomedical Data Analysis
A New Generalized Logarithmic–X Family of Distributions with Biomedical Data Analysis Open
In this article, an attempt is made to propose a novel method of lifetime distributions with maximum flexibility using a popular T–X approach together with an exponential distribution, which is known as the New Generalized Logarithmic-X Fa…
View article: A New Modified Exponent Power Alpha Family of Distributions with Applications in Reliability Engineering
A New Modified Exponent Power Alpha Family of Distributions with Applications in Reliability Engineering Open
Probability distributions perform a very significant role in the field of applied sciences, particularly in the field of reliability engineering. Engineering data sets are either negatively or positively skewed and/or symmetrical. Therefor…
View article: A New Member of T‐X Family with Applications in Different Sectors
A New Member of T‐X Family with Applications in Different Sectors Open
This paper proposes a member of the T‐X family that incorporates heavy‐tailed distributions, known as “a new exponential‐X family of distribution.” As a special case, the paper studies a submodel of the proposed class named a “new exponent…
View article: A New Flexible Logarithmic‐X Family of Distributions with Applications to Biological Systems
A New Flexible Logarithmic‐X Family of Distributions with Applications to Biological Systems Open
Probability distributions play an essential role in modeling and predicting biomedical datasets. To have the best description and accurate prediction of the biomedical datasets, numerous probability distributions have been introduced and i…