An improved extension of Xgamma distribution: Its properties, estimation and application on failure time data
Social sciences (General)
H1-99
Q1-390
Science (General)
Inference
Entropy
Xgamma distribution
Power transformation
Engineering data
Analysis
Research Article
DOI:
10.1016/j.heliyon.2025.e41976
Publication Date:
2025-01-16T00:28:11Z
AUTHORS (4)
ABSTRACT
A new, more flexible model, the power quasi-Xgamma (PQXg) distribution, is introduced by adding an extra shape parameter using transformation approach. The PQXg distribution due to its variable failure rate shapes. We derived various theoretical properties including moments and associated measures. Some reliability measurements include survival function, hazard rate, mean residual life, Rényi Tsallis entropy, stress-strength reliability. Five approaches are used for estimation: maximum likelihood, Anderson-Darling, Cramér-von Mises, ordinary, weighted least squares. Monte Carlo simulation determine effectiveness of these estimators different sample sizes. use investigated utilizing symmetrical asymmetric data sets from real-world fields. When compared other competing distributions considered, new performed better.
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