Classical and Bayesian estimation for type-I extended-F family with an actuarial application
Statistics and Probability
Economics
Science
Social Sciences
Management Science and Operations Research
Bayesian probability
01 natural sciences
Decision Sciences
FOS: Economics and business
Bayes' theorem
Methods for Handling Missing Data in Statistical Analysis
Skew Distributions and Applications in Statistics
FOS: Mathematics
Computer Simulation
Econometrics
0101 mathematics
Modeling Risk in Insurance and Finance
Biology
Likelihood Functions
Ecology
Q
Statistics
R
Mixed-Effects Models
Bayes Theorem
Applied mathematics
Computer science
Management
FOS: Biological sciences
Physical Sciences
Medicine
Monte Carlo Method
Type (biology)
Estimation
Mathematics
Research Article
Statistical Distributions
DOI:
10.1371/journal.pone.0275430
Publication Date:
2023-02-02T19:16:28Z
AUTHORS (6)
ABSTRACT
In this work, a new flexible class, called the type-I extended- F family, is proposed. A special sub-model of proposed extended-Weibull (TIEx-W) distribution, explored in detail. Basic properties TIEx-W distribution are provided. The parameters obtained by eight classical methods estimation. performance these estimators using Monte Carlo simulation results for small and large samples. Besides, Bayesian estimation model under different loss functions real data set also importance flexibility illustrated analyzing an insurance data. real-life illustrates that provides better fit as compared to competing models such Lindley–Weibull, exponentiated Weibull, Kumaraswamy–Weibull, α logarithmic transformed beta Weibull distributions, among others.
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