Generalized Dinesh–Umesh–Sanjay generalized exponential distribution with application to engineering data
Source abstract
Abstract
Several academics have expanded the generalized exponential distribution. The generalized Dinesh–Umesh–Sanjay generalized exponential (GDUS-GE) distribution with three parameters is introduced. The GDUS-GE distribution outperforms the moment exponential distribution in terms of fit. For numerous GDUS-GE distribution characteristics, exact formulations for ordinary moments, incomplete and conditional moments, the moment generating function, and information measures are discovered. The maximum likelihood approach was used to estimate model parameters. A simulated study was used to explore the estimators’ behavior. Two real-world datasets were used to assess the practical significance of the GDUS-GE distribution. In terms of performance, we demonstrate that the GDUS-GE distribution outperforms all other competing models.
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Research context
OpenAlex topics: Statistical Distribution Estimation and Applications · Probabilistic and Robust Engineering Design · Reliability and Maintenance Optimization
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
Affiliations
Department of Statistics, Faculty of Science, University of Tabuk 1 , Tabuk, Saudi Arabia
Department of Basic Sciences, Egyptian Institute of Alexandria Academy for Management and Accounting, EIA 2 , Alexandria, Egypt
References (15)
Show source-provided references
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