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A Logical Alternative for the Burr Probability Distributions

By: Material type: ArticleArticleDescription: 1-16 pISSN:
  • 2304-716x
Subject(s): In: NED University Journal of Research (Applied Sciences)Summary: The analysis of real-world data in classical statistics is commenced by deriving a density function which requires a lengthy function slection and parameter estimation process. The process is supported by difficult integration to obtain the cumulative frequency function. In view of the difficulties in the existing methods. A super function called the Persian Probability Curve is proposed in this paper. This function is based on logical reasoning and mathematical concepts to overcome the shortcomings of the classical method. It is shown that the Persian probability is equivalent to that of the Burr in the governing differential equation. The validity of the work has been verified by comparing the obtained results with thos of others.
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Articles Articles Periodical Section Vol.xx, No.2 (March 2023) Available

The analysis of real-world data in classical statistics is commenced by deriving a density function which requires a lengthy function slection and parameter estimation process. The process is supported by difficult integration to obtain the cumulative frequency function. In view of the difficulties in the existing methods. A super function called the Persian Probability Curve is proposed in this paper. This function is based on logical reasoning and mathematical concepts to overcome the shortcomings of the classical method. It is shown that the Persian probability is equivalent to that of the Burr in the governing differential equation. The validity of the work has been verified by comparing the obtained results with thos of others.

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