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Cubic Transmuted Inverse Lindley Distribution: Properties and Applications |
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PP: 161-171 |
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doi:10.18576/jsapl/100304
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Author(s) |
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Md. Tusharuzzaman Tushar,
Md. Mahabubur Rahman,
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Abstract |
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| In order to improve the inverse Lindley distribution’s data modeling abilities in a variety of fields (such as biology, engineering, mortality, etc.), a new adaptation of the inverse Lindley distribution known as the Cubic Transmuted Inverse Lindley (CTIL) distribution has been developed in this article using the cubic transmutation approach. Several statistical and mathematical properties are extracted for this proposed model. The parameters of this proposed model are achieved through the method of maximum likelihood. Finally, the generated model’s potential can be proven here by the comprehensive study of the data analysis and graphical representation with the others selected model.
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