journal article·2023-11-01Open access

Generalized Dinesh–Umesh–Sanjay generalized exponential distribution with application to engineering data

Afaf Alrashidi, Ibrahim E. Ragab

AIP Advances· Volume 13· Issue 11

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

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